diff --git a/gap/gaptypes.json b/gap/gaptypes.json
index c125bbd8cdfbc7b1f3be4c30abcc6f07bc9d39fe..2cc78f53cbe750c2e5ce3cd74bf8db2a6554b840 100644
--- a/gap/gaptypes.json
+++ b/gap/gaptypes.json
@@ -4584,9 +4584,9 @@
"IsLookupDictionary",
"IsDictionaryDefaultRep",
"IsPositionDictionary",
- "IsPositionDictionary"
+ "IsPositionLookupDictionary"
],
- "name": "IsPositionDictionary",
+ "name": "IsPositionLookupDictionary",
"type": "GAP_Representation"
},
{
@@ -6345,13 +6345,6 @@
"name": "Tester(AsMonoid)",
"type": "GAP_Attribute"
},
- {
- "filters": [
- "Tester(NameIsomorphismClass)"
- ],
- "name": "Tester(NameIsomorphismClass)",
- "type": "GAP_Attribute"
- },
{
"filters": [
"IsCyclic",
@@ -7116,6 +7109,13 @@
"name": "Tester(ComputedHallSubgroups)",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "Tester(NormalHallSubgroups)"
+ ],
+ "name": "Tester(NormalHallSubgroups)",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"Tester(GrowthFunctionOfGroup)"
@@ -7206,6 +7206,8 @@
},
{
"filters": [
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsGeneratorsOfInverseSemigroup",
"Tester(IsGeneratorsOfInverseSemigroup)"
],
@@ -10867,6 +10869,13 @@
"name": "Tester(DirectSumInfo)",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "Tester(Permanent)"
+ ],
+ "name": "Tester(Permanent)",
+ "type": "GAP_Attribute"
+ },
{
"implied": [
"IsExtAElement",
@@ -11474,6 +11483,8 @@
"IsCommutative",
"Tester(IsCommutative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsMonoidAsSemigroup",
"Tester(IsMonoidAsSemigroup)",
"IsNearAdditiveMagma",
@@ -12504,6 +12515,8 @@
"IsCommutative",
"Tester(IsCommutative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsMonoidAsSemigroup",
"Tester(IsMonoidAsSemigroup)",
"IsNearAdditiveMagma",
@@ -14116,6 +14129,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -16049,6 +16064,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -16089,6 +16106,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -16207,6 +16226,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -16817,6 +16838,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -16996,6 +17019,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -17261,13 +17286,6 @@
"name": "Tester(AsTransformation)",
"type": "GAP_Attribute"
},
- {
- "filters": [
- "Tester(PermutationOfImage)"
- ],
- "name": "Tester(PermutationOfImage)",
- "type": "GAP_Attribute"
- },
{
"filters": [
"Tester(DegreeOfTransformationCollection)"
@@ -17284,16 +17302,24 @@
},
{
"filters": [
- "Tester(ImageSetOfTransformation)"
+ "IsFlatKernelOfTransformation",
+ "Tester(IsFlatKernelOfTransformation)"
],
- "name": "Tester(ImageSetOfTransformation)",
- "type": "GAP_Attribute"
+ "name": "IsFlatKernelOfTransformation",
+ "type": "GAP_Property"
+ },
+ {
+ "implied": [
+ "Tester(IsFlatKernelOfTransformation)"
+ ],
+ "name": "Tester(IsFlatKernelOfTransformation)",
+ "type": "GAP_TrueProperty"
},
{
"filters": [
- "Tester(IndexPeriodOfTransformation)"
+ "Tester(ImageSetOfTransformation)"
],
- "name": "Tester(IndexPeriodOfTransformation)",
+ "name": "Tester(ImageSetOfTransformation)",
"type": "GAP_Attribute"
},
{
@@ -17668,6 +17694,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsMonoidAsSemigroup",
"Tester(IsMonoidAsSemigroup)",
"IsMonoidByAdjoiningIdentity"
@@ -18403,6 +18431,8 @@
"IsMagma",
"IsAssociative",
"Tester(IsAssociative)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsQuotientSemigroup"
],
"name": "IsQuotientSemigroup",
@@ -20627,6 +20657,8 @@
"IsCommutative",
"Tester(IsCommutative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsMonoidAsSemigroup",
"Tester(IsMonoidAsSemigroup)",
"IsNearAdditiveMagma",
@@ -22757,17 +22789,17 @@
},
{
"filters": [
- "IsPrimitiveSolvableGroup",
- "Tester(IsPrimitiveSolvableGroup)"
+ "IsPrimitiveSolubleGroup",
+ "Tester(IsPrimitiveSolubleGroup)"
],
- "name": "IsPrimitiveSolvableGroup",
+ "name": "IsPrimitiveSolubleGroup",
"type": "GAP_Property"
},
{
"implied": [
- "Tester(IsPrimitiveSolvableGroup)"
+ "Tester(IsPrimitiveSolubleGroup)"
],
- "name": "Tester(IsPrimitiveSolvableGroup)",
+ "name": "Tester(IsPrimitiveSolubleGroup)",
"type": "GAP_TrueProperty"
},
{
@@ -22896,6 +22928,13 @@
"name": "Tester(PrimePowerGensPcSequence)",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "Tester(CRISP_SmallGeneratingSet)"
+ ],
+ "name": "Tester(CRISP_SmallGeneratingSet)",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"Tester(NilpotentProjector)"
@@ -22905,44 +22944,58 @@
},
{
"filters": [
- "Tester(SupersolvableProjector)"
+ "Tester(SupersolubleProjector)"
],
- "name": "Tester(SupersolvableProjector)",
+ "name": "Tester(SupersolubleProjector)",
"type": "GAP_Attribute"
},
{
"filters": [
- "Tester(SolvableSocle)"
+ "Tester(ComputedPSocleComponentss)"
],
- "name": "Tester(SolvableSocle)",
+ "name": "Tester(ComputedPSocleComponentss)",
"type": "GAP_Attribute"
},
{
"filters": [
- "Tester(SocleComponents)"
+ "Tester(ComputedPSocleSeriess)"
],
- "name": "Tester(SocleComponents)",
+ "name": "Tester(ComputedPSocleSeriess)",
"type": "GAP_Attribute"
},
{
"filters": [
- "Tester(SolvableSocleComponents)"
+ "Tester(ComputedPSocles)"
],
- "name": "Tester(SolvableSocleComponents)",
+ "name": "Tester(ComputedPSocles)",
"type": "GAP_Attribute"
},
{
"filters": [
- "Tester(ComputedPSocleComponentss)"
+ "Tester(SolubleSocle)"
],
- "name": "Tester(ComputedPSocleComponentss)",
+ "name": "Tester(SolubleSocle)",
"type": "GAP_Attribute"
},
{
"filters": [
- "Tester(ComputedPSocles)"
+ "Tester(SocleComponents)"
],
- "name": "Tester(ComputedPSocles)",
+ "name": "Tester(SocleComponents)",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "Tester(SolubleSocleComponents)"
+ ],
+ "name": "Tester(SolubleSocleComponents)",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "Tester(ComputedMinimalNormalPSubgroupss)"
+ ],
+ "name": "Tester(ComputedMinimalNormalPSubgroupss)",
"type": "GAP_Attribute"
},
{
@@ -23972,6 +24025,8 @@
"IsAssociative",
"Tester(IsAssociative)",
"Tester(MultiplicativeNeutralElement)",
+ "IsGeneratorsOfSemigroup",
+ "Tester(IsGeneratorsOfSemigroup)",
"IsSimpleSemigroup",
"Tester(IsSimpleSemigroup)",
"IsRegularSemigroup",
@@ -24761,6 +24816,27 @@
"name": "Tester(IsTriangularizableMatGroup)",
"type": "GAP_TrueProperty"
},
+ {
+ "filters": [
+ "Tester(UpperFittingSeries)"
+ ],
+ "name": "Tester(UpperFittingSeries)",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "Tester(LowerFittingSeries)"
+ ],
+ "name": "Tester(LowerFittingSeries)",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "Tester(FittingLength)"
+ ],
+ "name": "Tester(FittingLength)",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"IsZ_pi",
@@ -24871,6 +24947,15 @@
"name": "IsResidueClassUnionResidueListRep",
"type": "GAP_Representation"
},
+ {
+ "implied": [
+ "IsComponentObjectRep",
+ "IsAttributeStoringRep",
+ "IsResidueClassUnionClassListRep"
+ ],
+ "name": "IsResidueClassUnionClassListRep",
+ "type": "GAP_Representation"
+ },
{
"implied": [
"IsComponentObjectRep",
@@ -26818,14 +26903,6 @@
"name": "AsMonoid",
"type": "GAP_Attribute"
},
- {
- "filters": [
- "IsMagmaWithInverses",
- "IsAssociative"
- ],
- "name": "NameIsomorphismClass",
- "type": "GAP_Attribute"
- },
{
"filters": [
"IsMagmaWithInverses",
@@ -27509,6 +27586,14 @@
"name": "ComputedHallSubgroups",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "NormalHallSubgroups",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"IsMagmaWithInverses",
@@ -30321,6 +30406,17 @@
"name": "DirectSumInfo",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "CategoryCollections(CategoryCollections(IsNearAdditiveElementWithInverse))",
+ "CategoryCollections(CategoryCollections(IsAdditiveElement))",
+ "IsTable",
+ "CategoryCollections(CategoryCollections(IsMultiplicativeElement))",
+ "IsTable"
+ ],
+ "name": "Permanent",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"IsFamily"
@@ -33416,13 +33512,6 @@
"name": "AsTransformation",
"type": "GAP_Attribute"
},
- {
- "filters": [
- "IsTransformation"
- ],
- "name": "PermutationOfImage",
- "type": "GAP_Attribute"
- },
{
"filters": [
"CategoryCollections(IsTransformation)"
@@ -33439,16 +33528,16 @@
},
{
"filters": [
- "IsTransformation"
+ "IsHomogeneousList"
],
- "name": "ImageSetOfTransformation",
+ "name": "IsFlatKernelOfTransformation",
"type": "GAP_Attribute"
},
{
"filters": [
"IsTransformation"
],
- "name": "IndexPeriodOfTransformation",
+ "name": "ImageSetOfTransformation",
"type": "GAP_Attribute"
},
{
@@ -35602,7 +35691,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "IsPrimitiveSolvableGroup",
+ "name": "IsPrimitiveSolubleGroup",
"type": "GAP_Attribute"
},
{
@@ -35739,6 +35828,14 @@
"name": "PrimePowerGensPcSequence",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "CRISP_SmallGeneratingSet",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"IsMagmaWithInverses",
@@ -35752,7 +35849,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "SupersolvableProjector",
+ "name": "SupersolubleProjector",
"type": "GAP_Attribute"
},
{
@@ -35760,7 +35857,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "SolvableSocle",
+ "name": "ComputedPSocleComponentss",
"type": "GAP_Attribute"
},
{
@@ -35768,7 +35865,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "SocleComponents",
+ "name": "ComputedPSocleSeriess",
"type": "GAP_Attribute"
},
{
@@ -35776,7 +35873,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "SolvableSocleComponents",
+ "name": "ComputedPSocles",
"type": "GAP_Attribute"
},
{
@@ -35784,7 +35881,7 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "ComputedPSocleComponentss",
+ "name": "SolubleSocle",
"type": "GAP_Attribute"
},
{
@@ -35792,7 +35889,23 @@
"IsMagmaWithInverses",
"IsAssociative"
],
- "name": "ComputedPSocles",
+ "name": "SocleComponents",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "SolubleSocleComponents",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "ComputedMinimalNormalPSubgroupss",
"type": "GAP_Attribute"
},
{
@@ -37267,6 +37380,30 @@
"name": "IsTriangularizableMatGroup",
"type": "GAP_Attribute"
},
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "UpperFittingSeries",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "LowerFittingSeries",
+ "type": "GAP_Attribute"
+ },
+ {
+ "filters": [
+ "IsMagmaWithInverses",
+ "IsAssociative"
+ ],
+ "name": "FittingLength",
+ "type": "GAP_Attribute"
+ },
{
"filters": [
"IsEuclideanRing"
@@ -37353,6 +37490,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/oper.g",
+ "line": 1483
+ },
"methods": {
"0args": [],
"1args": [
@@ -37366,31 +37507,31 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 10046
+ "rank": 10048
},
{
- "comment": "ViewObj: for full hom space of linear mappings",
+ "comment": "ViewObj: for groups with known structure description",
"filters": [
[
- "CategoryCollections(IsGeneralMapping)",
- "IsFreeLeftModule",
- "IsFullHomModule",
- "Tester(IsFullHomModule)"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(StructureDescription)"
]
],
"rank": 10036
},
{
- "comment": "ViewObj: for groups with known structure description",
+ "comment": "ViewObj: for full hom space of linear mappings",
"filters": [
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "Tester(StructureDescription)"
+ "CategoryCollections(IsGeneralMapping)",
+ "IsFreeLeftModule",
+ "IsFullHomModule",
+ "Tester(IsFullHomModule)"
]
],
- "rank": 10034
+ "rank": 10036
},
{
"comment": "ViewObj: for a Lie matrix in default representation",
@@ -37545,7 +37686,7 @@
"Tester(ElementTestFunction)"
]
],
- "rank": 134
+ "rank": 136
},
{
"comment": "ViewObj: for a two-sided ideal with known generators",
@@ -37719,7 +37860,7 @@
"Tester(IsNumberFieldByMatrices)"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "ViewObj: for algebraic extension",
@@ -37730,7 +37871,7 @@
"IsAlgebraicExtension"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "ViewObj: for full matrix module",
@@ -37761,7 +37902,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 45
+ "rank": 47
},
{
"comment": "ViewObj: for a matrix group with stored generators",
@@ -37776,7 +37917,21 @@
"Tester(IsAssociative)"
]
],
- "rank": 44
+ "rank": 46
+ },
+ {
+ "comment": "ViewObj: for a matrix group",
+ "filters": [
+ [
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsNearAdditiveElementWithInverse)))",
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsAdditiveElement)))",
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsMultiplicativeElement)))",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 45
},
{
"comment": "ViewObj: subgroup of free group",
@@ -37836,20 +37991,6 @@
],
"rank": 44
},
- {
- "comment": "ViewObj: for a matrix group",
- "filters": [
- [
- "CategoryCollections(CategoryCollections(CategoryCollections(IsNearAdditiveElementWithInverse)))",
- "CategoryCollections(CategoryCollections(CategoryCollections(IsAdditiveElement)))",
- "CategoryCollections(CategoryCollections(CategoryCollections(IsMultiplicativeElement)))",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 43
- },
{
"comment": "ViewObj: pc group",
"filters": [
@@ -38209,6 +38350,17 @@
],
"rank": 35
},
+ {
+ "comment": "ViewObj: for a group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 35
+ },
{
"comment": "ViewObj: for a FLMLOR",
"filters": [
@@ -38261,17 +38413,6 @@
],
"rank": 33
},
- {
- "comment": "ViewObj: for a group",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 33
- },
{
"comment": "ViewObj: for a semigroup Congruence with known generating pairs",
"filters": [
@@ -39001,6 +39142,26 @@
],
"rank": 20
},
+ {
+ "comment": "ViewObj: for a Rees 0-matrix semigroup",
+ "filters": [
+ [
+ "IsReesZeroMatrixSemigroup",
+ "Tester(IsReesZeroMatrixSemigroup)"
+ ]
+ ],
+ "rank": 20
+ },
+ {
+ "comment": "ViewObj: for a Rees matrix semigroup",
+ "filters": [
+ [
+ "IsReesMatrixSemigroup",
+ "Tester(IsReesMatrixSemigroup)"
+ ]
+ ],
+ "rank": 20
+ },
{
"comment": "ViewObj: for a fp semigroup with generators",
"filters": [
@@ -39241,26 +39402,6 @@
],
"rank": 19
},
- {
- "comment": "ViewObj: for a Rees 0-matrix semigroup",
- "filters": [
- [
- "IsReesZeroMatrixSemigroup",
- "Tester(IsReesZeroMatrixSemigroup)"
- ]
- ],
- "rank": 18
- },
- {
- "comment": "ViewObj: for a Rees matrix semigroup",
- "filters": [
- [
- "IsReesMatrixSemigroup",
- "Tester(IsReesMatrixSemigroup)"
- ]
- ],
- "rank": 18
- },
{
"comment": "ViewObj",
"filters": [
@@ -39419,6 +39560,15 @@
],
"rank": 16
},
+ {
+ "comment": "ViewObj: for a quotient semigroup with generators",
+ "filters": [
+ [
+ "IsQuotientSemigroup"
+ ]
+ ],
+ "rank": 16
+ },
{
"comment": "ViewObj: RightCoset",
"filters": [
@@ -39544,15 +39694,6 @@
],
"rank": 14
},
- {
- "comment": "ViewObj: for a quotient semigroup with generators",
- "filters": [
- [
- "IsQuotientSemigroup"
- ]
- ],
- "rank": 14
- },
{
"comment": "ViewObj",
"filters": [
@@ -40380,9 +40521,25 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/oper.g",
+ "line": 1506
+ },
"methods": {
"0args": [],
"1args": [
+ {
+ "comment": "ViewString: for a group as semigroup",
+ "filters": [
+ [
+ "IsGroupAsSemigroup",
+ "Tester(IsGroupAsSemigroup)",
+ "IsSemigroupIdeal",
+ "Tester(IsSemigroupIdeal)"
+ ]
+ ],
+ "rank": 10033
+ },
{
"comment": "ViewString: for a symmetric inverse monoid",
"filters": [
@@ -40397,18 +40554,6 @@
],
"rank": 10031
},
- {
- "comment": "ViewString: for a group as semigroup",
- "filters": [
- [
- "IsGroupAsSemigroup",
- "Tester(IsGroupAsSemigroup)",
- "IsSemigroupIdeal",
- "Tester(IsSemigroupIdeal)"
- ]
- ],
- "rank": 10031
- },
{
"comment": "ViewString: for a full transformation semigroup",
"filters": [
@@ -40535,7 +40680,7 @@
"IsEuclideanRing"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "ViewString: for full row modules",
@@ -40560,14 +40705,13 @@
"Tester(IsAssociative)"
]
],
- "rank": 38
+ "rank": 40
},
{
- "comment": "ViewString: for a group of transformations",
+ "comment": "ViewString: for a group with generators and size",
"filters": [
[
- "CategoryCollections(IsTransformation)",
- "IsMagma",
+ "Tester(Size)",
"IsMagmaWithInverses",
"Tester(GeneratorsOfMagmaWithInverses)",
"IsAssociative",
@@ -40577,17 +40721,18 @@
"rank": 38
},
{
- "comment": "ViewString: for a group with generators and size",
+ "comment": "ViewString: for a group of transformations",
"filters": [
[
- "Tester(Size)",
+ "CategoryCollections(IsTransformation)",
+ "IsMagma",
"IsMagmaWithInverses",
"Tester(GeneratorsOfMagmaWithInverses)",
"IsAssociative",
"Tester(IsAssociative)"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "ViewString: for a group with generators",
@@ -40599,7 +40744,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "ViewString: for a group with known generators (as a semigroup)",
@@ -40611,17 +40756,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
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"Tester(IsAssociative)"
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[
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],
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@@ -40746,26 +40879,28 @@
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"filters": [
[
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{
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@@ -40815,6 +40950,18 @@
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@@ -40825,16 +40972,15 @@
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{
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@@ -40952,6 +41087,15 @@
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{
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@@ -40990,6 +41134,33 @@
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{
"comment": "ViewString: IsChar",
"filters": [
@@ -41022,6 +41193,10 @@
[]
]
],
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -41043,6 +41218,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -41061,6 +41240,10 @@
[]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -41082,6 +41265,10 @@
]
]
],
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -41101,6 +41288,10 @@
[]
]
],
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"1args": [],
@@ -41177,7 +41368,7 @@
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"IsEuclideanRing"
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{
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{
"comment": "=: pcgs computable groups using family pcgs",
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],
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},
{
"comment": "=: pcgs computable groups using home pcgs",
@@ -41613,6 +41804,22 @@
"Tester(HomePcgs)"
]
],
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"rank": 70
},
{
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{
"comment": "=: for two class functions",
"filters": [
@@ -41901,6 +42092,22 @@
],
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},
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{
"comment": "=: for ANF automorphism and identity mapping",
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{
"comment": "=: for two underlying relations of general mappings",
"filters": [
@@ -42575,6 +42766,24 @@
],
"rank": 32
},
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{
"comment": "=: for `-infinity' and cyclotomic",
"filters": [
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],
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"comment": "=: classes for perm group",
"filters": [
@@ -43422,7 +43613,49 @@
"rank": 20
},
{
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+ [
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+ [
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+ [
+ "IsResidueClassUnion",
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+ },
+ {
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"filters": [
[
"IsResidueClassUnion",
@@ -44091,6 +44324,10 @@
[]
]
],
+ "location": {
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+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [],
@@ -44178,30 +44415,30 @@
"rank": 134
},
{
- "comment": "<: for two inf. bits assoc. words",
+ "comment": "<: for two abelian number fields",
"filters": [
[
- "IsInfBitsAssocWord"
+ "IsAbelianNumberField",
+ "Tester(IsAbelianNumberField)"
],
[
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+ "IsAbelianNumberField",
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]
],
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+ "rank": 118
},
{
- "comment": "<: for two abelian number fields",
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"filters": [
[
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- "Tester(IsAbelianNumberField)"
+ "IsInfBitsAssocWord"
],
[
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- "Tester(IsAbelianNumberField)"
+ "IsInfBitsAssocWord"
]
],
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},
{
"comment": "<: x with objects with memory",
@@ -44285,7 +44522,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
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+ "rank": 104
},
{
"comment": "<: two AffineCrystGroupOnRight",
@@ -44299,7 +44536,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
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+ "rank": 104
},
{
"comment": "<: for GF2 matrix and GF2 matrix",
@@ -44355,7 +44592,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 70
},
{
"comment": "<: for two class functions",
@@ -45666,7 +45903,49 @@
"rank": 19
},
{
- "comment": "<: for two residue class unions (ResClasses)",
+ "comment": "<: for two residue class unions, mixed rep. (ResClasses)",
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+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
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+ {
+ "comment": "<: for two residue class unions, mixed rep. (ResClasses)",
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+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
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+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
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+ },
+ {
+ "comment": "<: for two residue class unions in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
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+ },
+ {
+ "comment": "<: for two residue class unions in standard rep. (ResClasses)",
"filters": [
[
"IsResidueClassUnion",
@@ -46453,6 +46732,10 @@
[]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -46508,7 +46791,7 @@
"Tester(FittingFreeLiftSetup)"
]
],
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{
"comment": "in: for a FFE, and a field of FFEs",
@@ -46572,7 +46855,7 @@
"Tester(IsNaturalSL)"
]
],
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+ "rank": 429
},
{
"comment": "in: general linear group",
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+ "rank": 427
},
{
"comment": "in: respecting sesquilinear form",
@@ -46628,7 +46896,7 @@
"Tester(IsFullSubgroupGLorSLRespectingSesquilinearForm)"
]
],
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+ "rank": 410
},
{
"comment": "in: respecting bilinear form",
@@ -46644,7 +46912,22 @@
"Tester(IsFullSubgroupGLorSLRespectingBilinearForm)"
]
],
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+ "rank": 410
+ },
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+ "comment": "in: for groups of FFE",
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+ [
+ "IsFFE"
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+ [
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+ "IsMagmaWithInverses",
+ "IsAssociative",
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},
{
"comment": "in: by nice monomorphism",
@@ -46660,7 +46943,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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{
"comment": "in: subgroup by property",
@@ -46673,7 +46956,7 @@
"Tester(ElementTestFunction)"
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],
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},
{
"comment": "in: for matrix and SL(n,Z)",
@@ -46691,7 +46974,7 @@
"Tester(IsIntegerMatrixGroup)"
]
],
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},
{
"comment": "in: for matrix and GL(n,Z)",
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"Tester(IsIntegerMatrixGroup)"
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],
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},
{
"comment": "in: for cyclotomic and Rationals",
@@ -46809,7 +47092,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
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+ "rank": 80
},
{
"comment": "in: perm in natsymmetric group",
@@ -46847,7 +47130,7 @@
"IsAlgebraicExtension"
]
],
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},
{
"comment": "in: for a permutation, and a permutation group",
@@ -46877,7 +47160,7 @@
"IsAlgebraicExtension"
]
],
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+ "rank": 63
},
{
"comment": "in: for full row module",
@@ -46963,6 +47246,21 @@
],
"rank": 54
},
+ {
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+ "filters": [
+ [
+ "IsPcpElement"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsPcpElement)"
+ ]
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+ "rank": 54
+ },
{
"comment": "in: for integers",
"filters": [
@@ -46976,31 +47274,32 @@
"rank": 54
},
{
- "comment": "in",
+ "comment": "in: for automorphism groups of free groups",
"filters": [
[
- "IsIEEE754FloatRep"
+ "IsGeneralMapping",
+ "RespectsMultiplication",
+ "Tester(RespectsMultiplication)",
+ "RespectsInverses",
+ "Tester(RespectsInverses)"
],
[
- "IsIEEE754PseudoField"
+ "IsAutomorphismGroupOfFreeGroup"
]
],
"rank": 53
},
{
- "comment": "in: for a pcp element and a pcp group",
+ "comment": "in",
"filters": [
[
- "IsPcpElement"
+ "IsIEEE754FloatRep"
],
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
+ "IsIEEE754PseudoField"
]
],
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+ "rank": 53
},
{
"comment": "in: for s. c. algebra element, and full s. c. algebra",
@@ -47016,17 +47315,16 @@
"rank": 52
},
{
- "comment": "in: for automorphism groups of free groups",
+ "comment": "in: generic direct product",
"filters": [
[
- "IsGeneralMapping",
- "RespectsMultiplication",
- "Tester(RespectsMultiplication)",
- "RespectsInverses",
- "Tester(RespectsInverses)"
+ "IsDirectProductElement"
],
[
- "IsAutomorphismGroupOfFreeGroup"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(DirectProductInfo)"
]
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"rank": 51
@@ -47049,21 +47347,6 @@
],
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- },
{
"comment": "in: for full matrix module",
"filters": [
@@ -47100,6 +47383,20 @@
],
"rank": 47
},
+ {
+ "comment": "in",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
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+ [
+ "IsConjugacyClassSubgroupsRep"
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{
"comment": "in: for ring element, and magma ring",
"filters": [
@@ -47113,18 +47410,49 @@
"rank": 46
},
{
- "comment": "in",
+ "comment": "in: for pc group",
"filters": [
+ [
+ "IsMultiplicativeElementWithInverse"
+ ],
[
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)"
+ "Tester(IsAssociative)",
+ "Tester(FamilyPcgs)",
+ "CanEasilyComputePcgs"
+ ]
+ ],
+ "rank": 44
+ },
+ {
+ "comment": "in: subgroup of fp group by quotient rep",
+ "filters": [
+ [
+ "IsMultiplicativeElementWithInverse"
],
[
- "IsConjugacyClassSubgroupsRep"
+ "IsSubgroupFpGroup",
+ "IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 44
+ "rank": 43
+ },
+ {
+ "comment": "in: for pcgs computable groups with home pcgs",
+ "filters": [
+ [
+ "IsMultiplicativeElementWithInverse"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(InducedPcgsWrtHomePcgs)",
+ "CanEasilyComputePcgs"
+ ]
+ ],
+ "rank": 43
},
{
"comment": "in: for full hom space of linear mappings",
@@ -47154,7 +47482,19 @@
"rank": 43
},
{
- "comment": "in: for pc group",
+ "comment": "in: subgroup of fp group",
+ "filters": [
+ [
+ "IsMultiplicativeElementWithInverse"
+ ],
+ [
+ "IsSubgroupFpGroup"
+ ]
+ ],
+ "rank": 42
+ },
+ {
+ "comment": "in: for pcgs computable groups with induced pcgs",
"filters": [
[
"IsMultiplicativeElementWithInverse"
@@ -47163,7 +47503,7 @@
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "Tester(FamilyPcgs)",
+ "Tester(ComputedInducedPcgses)",
"CanEasilyComputePcgs"
]
],
@@ -47212,35 +47552,6 @@
],
"rank": 42
},
- {
- "comment": "in: subgroup of fp group by quotient rep",
- "filters": [
- [
- "IsMultiplicativeElementWithInverse"
- ],
- [
- "IsSubgroupFpGroup",
- "IsSubgroupOfWholeGroupByQuotientRep"
- ]
- ],
- "rank": 41
- },
- {
- "comment": "in: for pcgs computable groups with home pcgs",
- "filters": [
- [
- "IsMultiplicativeElementWithInverse"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "Tester(InducedPcgsWrtHomePcgs)",
- "CanEasilyComputePcgs"
- ]
- ],
- "rank": 41
- },
{
"comment": "in: SC Rings",
"filters": [
@@ -47264,32 +47575,19 @@
"rank": 41
},
{
- "comment": "in: subgroup of fp group",
- "filters": [
- [
- "IsMultiplicativeElementWithInverse"
- ],
- [
- "IsSubgroupFpGroup"
- ]
- ],
- "rank": 40
- },
- {
- "comment": "in: for pcgs computable groups with induced pcgs",
+ "comment": "in: default method, checking for <g> being among the generators",
"filters": [
[
"IsMultiplicativeElementWithInverse"
],
[
"IsMagmaWithInverses",
+ "Tester(GeneratorsOfMagmaWithInverses)",
"IsAssociative",
- "Tester(IsAssociative)",
- "Tester(ComputedInducedPcgses)",
- "CanEasilyComputePcgs"
+ "Tester(IsAssociative)"
]
],
- "rank": 40
+ "rank": 41
},
{
"comment": "in: ratfun in fctfield",
@@ -47315,21 +47613,6 @@
],
"rank": 39
},
- {
- "comment": "in: default method, checking for <g> being among the generators",
- "filters": [
- [
- "IsMultiplicativeElementWithInverse"
- ],
- [
- "IsMagmaWithInverses",
- "Tester(GeneratorsOfMagmaWithInverses)",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 39
- },
{
"comment": "in: for an element and an underlying relation of a general mapping",
"filters": [
@@ -47414,7 +47697,7 @@
"Tester(IsFullTransformationSemigroup)"
]
],
- "rank": 22
+ "rank": 24
},
{
"comment": "in: perm class rep",
@@ -47626,7 +47909,18 @@
"rank": 10
},
{
- "comment": "in: for a ring element and a residue class union (ResClasses)",
+ "comment": "in: for a ring element and a residue class union in sparse rep. (ResClasses)",
+ "filters": [
+ [],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 9
+ },
+ {
+ "comment": "in: for a ring element and a residue class union in standard rep. (ResClasses)",
"filters": [
[],
[
@@ -47772,6 +48066,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 276
+ },
"methods": {
"0args": [],
"1args": [
@@ -47929,7 +48227,7 @@
"filters": [
[
"IsCopyable",
- "IsPositionDictionary"
+ "IsPositionLookupDictionary"
]
],
"rank": 9
@@ -48107,6 +48405,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 356
+ },
"methods": {
"0args": [],
"1args": [
@@ -48137,6 +48439,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 356
+ },
"methods": {
"0args": [],
"1args": [],
@@ -48195,6 +48501,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 356
+ },
"methods": {
"0args": [],
"1args": [],
@@ -48218,6 +48528,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 373
+ },
"methods": {
"0args": [],
"1args": [
@@ -48254,6 +48568,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 373
+ },
"methods": {
"0args": [],
"1args": [],
@@ -48291,6 +48609,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 373
+ },
"methods": {
"0args": [],
"1args": [],
@@ -48315,6 +48637,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 412
+ },
"methods": {
"0args": [],
"1args": [
@@ -48443,25 +48769,25 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
- "comment": "String: for Z_(pi) (ResClasses)",
+ "comment": "String: for a group",
"filters": [
[
- "IsZ_pi",
- "Tester(IsZ_pi)"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
- "comment": "String: for a group",
+ "comment": "String: for Z_(pi) (ResClasses)",
"filters": [
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsZ_pi",
+ "Tester(IsZ_pi)"
]
],
"rank": 33
@@ -48487,7 +48813,7 @@
"Tester(GeneratorsOfInverseMonoid)"
]
],
- "rank": 25
+ "rank": 27
},
{
"comment": "String: for a inverse monoid",
@@ -48500,7 +48826,7 @@
"Tester(IsInverseSemigroup)"
]
],
- "rank": 24
+ "rank": 26
},
{
"comment": "String: for conjugator isomorphism",
@@ -48521,7 +48847,7 @@
"Tester(GeneratorsOfInverseSemigroup)"
]
],
- "rank": 20
+ "rank": 22
},
{
"comment": "String: for a inverse semigroup",
@@ -48531,7 +48857,7 @@
"Tester(IsInverseSemigroup)"
]
],
- "rank": 19
+ "rank": 21
},
{
"comment": "String: for monoid with known generators",
@@ -48543,7 +48869,18 @@
"Tester(IsAssociative)"
]
],
- "rank": 19
+ "rank": 21
+ },
+ {
+ "comment": "String: for monoid",
+ "filters": [
+ [
+ "IsMagmaWithOne",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 20
},
{
"comment": "String: for element in Z/pZ (ModulusRep)",
@@ -48566,17 +48903,6 @@
],
"rank": 18
},
- {
- "comment": "String: for monoid",
- "filters": [
- [
- "IsMagmaWithOne",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 18
- },
{
"comment": "String: for an integer",
"filters": [
@@ -48662,6 +48988,18 @@
],
"rank": 16
},
+ {
+ "comment": "String: for a semigroup with known generators",
+ "filters": [
+ [
+ "IsMagma",
+ "Tester(GeneratorsOfMagma)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 16
+ },
{
"comment": "String: for -infinity",
"filters": [
@@ -48718,23 +49056,22 @@
"rank": 15
},
{
- "comment": "String: polynomial",
+ "comment": "String: for a semigroup",
"filters": [
[
- "IsPolynomial",
- "Tester(IsPolynomial)"
+ "IsMagma",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 15
},
{
- "comment": "String: for a semigroup with known generators",
+ "comment": "String: polynomial",
"filters": [
[
- "IsMagma",
- "Tester(GeneratorsOfMagma)",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsPolynomial",
+ "Tester(IsPolynomial)"
]
],
"rank": 14
@@ -48757,17 +49094,6 @@
],
"rank": 13
},
- {
- "comment": "String: for a semigroup",
- "filters": [
- [
- "IsMagma",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 13
- },
{
"comment": "String: for a plist vector",
"filters": [
@@ -48814,6 +49140,26 @@
],
"rank": 10
},
+ {
+ "comment": "String: for residue class unions in standard rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 9
+ },
+ {
+ "comment": "String: for residue class unions in standard rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 9
+ },
{
"comment": "String: for an element of an f.p. group (default repres.)",
"filters": [
@@ -48860,15 +49206,6 @@
],
"rank": 6
},
- {
- "comment": "String: for residue class unions (ResClasses)",
- "filters": [
- [
- "IsResidueClassUnion"
- ]
- ],
- "rank": 6
- },
{
"comment": "String: for pcp elements",
"filters": [
@@ -49017,6 +49354,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 412
+ },
"methods": {
"0args": [],
"1args": [],
@@ -49054,6 +49395,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 412
+ },
"methods": {
"0args": [],
"1args": [],
@@ -49072,6 +49417,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 437
+ },
"methods": {
"0args": [],
"1args": [
@@ -49224,7 +49573,7 @@
"Tester(ElementTestFunction)"
]
],
- "rank": 134
+ "rank": 136
},
{
"comment": "PrintObj: for a restricted mapping",
@@ -49331,7 +49680,7 @@
"Tester(IsNumberFieldByMatrices)"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "PrintObj: for algebraic extension",
@@ -49342,7 +49691,7 @@
"IsAlgebraicExtension"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "PrintObj: for a field with known generators",
@@ -49378,7 +49727,7 @@
"Tester(GeneratorsOfDivisionRing)"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "PrintObj: for a field",
@@ -49413,7 +49762,19 @@
"IsEuclideanRing"
]
],
- "rank": 52
+ "rank": 54
+ },
+ {
+ "comment": "PrintObj: for a pcp group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsPcpElement)"
+ ]
+ ],
+ "rank": 48
},
{
"comment": "PrintObj: for full matrix module",
@@ -49437,18 +49798,6 @@
],
"rank": 48
},
- {
- "comment": "PrintObj: for a pcp group",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
- ]
- ],
- "rank": 46
- },
{
"comment": "PrintObj: for a matrix group",
"filters": [
@@ -49461,7 +49810,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "PrintObj: for a semigroup with known generators",
@@ -49653,6 +50002,18 @@
],
"rank": 36
},
+ {
+ "comment": "PrintObj: for a group with generators",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "Tester(GeneratorsOfMagmaWithInverses)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 36
+ },
{
"comment": "PrintObj: for a character",
"filters": [
@@ -49686,6 +50047,17 @@
],
"rank": 35
},
+ {
+ "comment": "PrintObj: for a group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 35
+ },
{
"comment": "PrintObj: for a FLMLOR",
"filters": [
@@ -49707,18 +50079,6 @@
],
"rank": 34
},
- {
- "comment": "PrintObj: for a group with generators",
- "filters": [
- [
- "IsMagmaWithInverses",
- "Tester(GeneratorsOfMagmaWithInverses)",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 34
- },
{
"comment": "PrintObj: for an ordinary block matrix",
"filters": [
@@ -49750,17 +50110,6 @@
],
"rank": 33
},
- {
- "comment": "PrintObj: for a group",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 33
- },
{
"comment": "PrintObj: for a semigroup Congruence with known generating pairs",
"filters": [
@@ -50066,6 +50415,20 @@
],
"rank": 27
},
+ {
+ "comment": "PrintObj: for a inverse monoid with known generators",
+ "filters": [
+ [
+ "IsMagmaWithOne",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsInverseSemigroup",
+ "Tester(IsInverseSemigroup)",
+ "Tester(GeneratorsOfInverseMonoid)"
+ ]
+ ],
+ "rank": 27
+ },
{
"comment": "PrintObj: for a magma Congruence with known generating pairs",
"filters": [
@@ -50193,20 +50556,6 @@
],
"rank": 25
},
- {
- "comment": "PrintObj: for a inverse monoid with known generators",
- "filters": [
- [
- "IsMagmaWithOne",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsInverseSemigroup",
- "Tester(IsInverseSemigroup)",
- "Tester(GeneratorsOfInverseMonoid)"
- ]
- ],
- "rank": 25
- },
{
"comment": "PrintObj: pcgs",
"filters": [
@@ -50454,6 +50803,17 @@
],
"rank": 22
},
+ {
+ "comment": "PrintObj: for a inverse semigroup with known generators",
+ "filters": [
+ [
+ "IsInverseSemigroup",
+ "Tester(IsInverseSemigroup)",
+ "Tester(GeneratorsOfInverseSemigroup)"
+ ]
+ ],
+ "rank": 22
+ },
{
"comment": "PrintObj: for a right magma congruence",
"filters": [
@@ -50472,6 +50832,30 @@
],
"rank": 22
},
+ {
+ "comment": "PrintObj: for a Rees 0-matrix semigroup",
+ "filters": [
+ [
+ "IsWholeFamily",
+ "Tester(IsWholeFamily)",
+ "IsReesZeroMatrixSemigroup",
+ "Tester(IsReesZeroMatrixSemigroup)"
+ ]
+ ],
+ "rank": 21
+ },
+ {
+ "comment": "PrintObj: for a Rees matrix semigroup",
+ "filters": [
+ [
+ "IsWholeFamily",
+ "Tester(IsWholeFamily)",
+ "IsReesMatrixSemigroup",
+ "Tester(IsReesMatrixSemigroup)"
+ ]
+ ],
+ "rank": 21
+ },
{
"comment": "PrintObj: for GHBI",
"filters": [
@@ -50528,6 +50912,18 @@
],
"rank": 21
},
+ {
+ "comment": "PrintObj: for monoid with known generators",
+ "filters": [
+ [
+ "IsMagmaWithOne",
+ "Tester(GeneratorsOfMagmaWithOne)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 21
+ },
{
"comment": "PrintObj: for an equivalence relation",
"filters": [
@@ -50657,17 +51053,6 @@
],
"rank": 20
},
- {
- "comment": "PrintObj: for a inverse semigroup with known generators",
- "filters": [
- [
- "IsInverseSemigroup",
- "Tester(IsInverseSemigroup)",
- "Tester(GeneratorsOfInverseSemigroup)"
- ]
- ],
- "rank": 20
- },
{
"comment": "PrintObj: for Fitting formation",
"filters": [
@@ -50708,30 +51093,6 @@
],
"rank": 19
},
- {
- "comment": "PrintObj: for a Rees 0-matrix semigroup",
- "filters": [
- [
- "IsWholeFamily",
- "Tester(IsWholeFamily)",
- "IsReesZeroMatrixSemigroup",
- "Tester(IsReesZeroMatrixSemigroup)"
- ]
- ],
- "rank": 19
- },
- {
- "comment": "PrintObj: for a Rees matrix semigroup",
- "filters": [
- [
- "IsWholeFamily",
- "Tester(IsWholeFamily)",
- "IsReesMatrixSemigroup",
- "Tester(IsReesMatrixSemigroup)"
- ]
- ],
- "rank": 19
- },
{
"comment": "PrintObj: combinatorial collector",
"filters": [
@@ -50793,18 +51154,6 @@
],
"rank": 19
},
- {
- "comment": "PrintObj: for monoid with known generators",
- "filters": [
- [
- "IsMagmaWithOne",
- "Tester(GeneratorsOfMagmaWithOne)",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 19
- },
{
"comment": "PrintObj: for mapping by function with inverse",
"filters": [
@@ -51030,6 +51379,18 @@
],
"rank": 16
},
+ {
+ "comment": "PrintObj: for a semigroup with known generators",
+ "filters": [
+ [
+ "IsMagma",
+ "Tester(GeneratorsOfMagma)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 16
+ },
{
"comment": "PrintObj: for a magma ideal with known generators",
"filters": [
@@ -51221,18 +51582,6 @@
],
"rank": 14
},
- {
- "comment": "PrintObj: for a semigroup with known generators",
- "filters": [
- [
- "IsMagma",
- "Tester(GeneratorsOfMagma)",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 14
- },
{
"comment": "PrintObj: for a right magma ideal with known generators",
"filters": [
@@ -51617,6 +51966,26 @@
],
"rank": 10
},
+ {
+ "comment": "PrintObj: for residue class unions in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 9
+ },
+ {
+ "comment": "PrintObj: for residue class unions in standard rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 9
+ },
{
"comment": "PrintObj: for an element of an f.p. group (default repres.)",
"filters": [
@@ -51836,15 +52205,6 @@
],
"rank": 6
},
- {
- "comment": "PrintObj: for residue class unions (ResClasses)",
- "filters": [
- [
- "IsResidueClassUnion"
- ]
- ],
- "rank": 6
- },
{
"comment": "PrintObj",
"filters": [
@@ -52392,6 +52752,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 485
+ },
"methods": {
"0args": [],
"1args": [
@@ -52405,7 +52769,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "PrintString: for a inverse monoid with known generators",
@@ -52419,7 +52783,7 @@
"Tester(GeneratorsOfInverseMonoid)"
]
],
- "rank": 25
+ "rank": 27
},
{
"comment": "PrintString: for a inverse semigroup with known generators",
@@ -52430,7 +52794,7 @@
"Tester(GeneratorsOfInverseSemigroup)"
]
],
- "rank": 20
+ "rank": 22
},
{
"comment": "PrintString: for monoid with known generators",
@@ -52442,7 +52806,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 19
+ "rank": 21
},
{
"comment": "PrintString: for a magma-with-inverses with generators",
@@ -52473,7 +52837,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "PrintString: for a magma-with-one with generators",
@@ -52597,6 +52961,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 548
+ },
"methods": {
"0args": [],
"1args": [
@@ -52656,7 +53024,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "Display: for a class function",
@@ -52716,6 +53084,16 @@
],
"rank": 13
},
+ {
+ "comment": "Display: for residue class unions of Z in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 11
+ },
{
"comment": "Display: for a plist vector",
"filters": [
@@ -52893,6 +53271,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 572
+ },
"methods": {
"0args": [],
"1args": [
@@ -53012,6 +53394,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 598
+ },
"methods": {
"0args": [],
"1args": [
@@ -53083,6 +53469,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 619
+ },
"methods": {
"0args": [],
"1args": [
@@ -53123,6 +53513,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 619
+ },
"methods": {
"0args": [],
"1args": [],
@@ -53160,6 +53554,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 619
+ },
"methods": {
"0args": [],
"1args": [],
@@ -53178,6 +53576,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 634
+ },
"methods": {
"0args": [],
"1args": [
@@ -53376,6 +53778,16 @@
],
"rank": 10
},
+ {
+ "comment": "ExtRepOfObj: for residue class unions in standard rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 9
+ },
{
"comment": "ExtRepOfObj: for an element of an f.p. group (default repres.)",
"filters": [
@@ -53480,6 +53892,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 650
+ },
"methods": {
"0args": [],
"1args": [],
@@ -53946,6 +54362,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 676
+ },
"methods": {
"0args": [],
"1args": [
@@ -53972,6 +54392,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 694
+ },
"methods": {
"0args": [],
"1args": [
@@ -53998,6 +54422,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 749
+ },
"methods": {
"0args": [],
"1args": [
@@ -54024,6 +54452,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 780
+ },
"methods": {
"0args": [],
"1args": [
@@ -54050,6 +54482,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 802
+ },
"methods": {
"0args": [],
"1args": [
@@ -54076,6 +54512,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 844
+ },
"methods": {
"0args": [],
"1args": [
@@ -54138,6 +54578,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/object.gd",
+ "line": 881
+ },
"methods": {
"0args": [],
"1args": [
@@ -54235,6 +54679,10 @@
"filters": [
[]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/variable.g",
+ "line": 88
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54255,6 +54703,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 125
+ },
"methods": {
"0args": [],
"1args": [
@@ -54296,6 +54748,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 125
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54335,6 +54791,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 125
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54355,6 +54815,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [
@@ -54387,6 +54851,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54439,6 +54907,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54462,6 +54934,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 465
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54498,6 +54974,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 734
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54535,6 +55015,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 929
+ },
"methods": {
"0args": [],
"1args": [],
@@ -54557,7 +55041,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 93
+ "rank": 95
},
{
"comment": "UseFactorRelation: default method that checks maintenances and then returns `true'",
@@ -54588,6 +55072,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1133
+ },
"methods": {
"0args": [],
"1args": [
@@ -54863,6 +55351,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1158
+ },
"methods": {
"0args": [],
"1args": [
@@ -54912,6 +55404,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1195
+ },
"methods": {
"0args": [],
"1args": [
@@ -54965,6 +55461,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1243
+ },
"methods": {
"0args": [],
"1args": [
@@ -55028,6 +55528,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1344
+ },
"methods": {
"0args": [],
"1args": [
@@ -55137,6 +55641,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1344
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55176,6 +55684,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1344
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55196,6 +55708,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1363
+ },
"methods": {
"0args": [],
"1args": [
@@ -55240,7 +55756,17 @@
"IsEuclideanRing"
]
],
- "rank": 50
+ "rank": 52
+ },
+ {
+ "comment": "IsTrivial: for finitely presented groups",
+ "filters": [
+ [
+ "IsGroupOfFamily",
+ "IsSubgroupFpGroup"
+ ]
+ ],
+ "rank": 38
},
{
"comment": "IsTrivial: for a FLMLOR-with-one",
@@ -55265,14 +55791,15 @@
"rank": 37
},
{
- "comment": "IsTrivial: for finitely presented groups",
+ "comment": "IsTrivial",
"filters": [
[
- "IsGroupOfFamily",
- "IsSubgroupFpGroup"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 36
+ "rank": 35
},
{
"comment": "IsTrivial: for a FLMLOR",
@@ -55295,17 +55822,6 @@
],
"rank": 34
},
- {
- "comment": "IsTrivial",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 33
- },
{
"comment": "IsTrivial",
"filters": [
@@ -55421,6 +55937,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1363
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55460,6 +55980,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1363
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55480,6 +56004,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1404
+ },
"methods": {
"0args": [],
"1args": [
@@ -55533,6 +56061,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1404
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55572,6 +56104,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1404
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55602,6 +56138,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1430
+ },
"methods": {
"0args": [],
"1args": [
@@ -55623,7 +56163,7 @@
"Tester(IsIntegerMatrixGroup)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "IsFinite: for AffineCrystGroup",
@@ -55633,7 +56173,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsFinite: cyclotomic matrix group",
@@ -55648,7 +56188,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsFinite: LAGUNA: for a Lie algebra coming from an associative algebra",
@@ -55691,7 +56231,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "IsFinite: for a magma ring modulo the span of ``zero''",
@@ -55787,6 +56327,18 @@
],
"rank": 17
},
+ {
+ "comment": "IsFinite",
+ "filters": [
+ [
+ "IsMagma",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsReesMatrixSemigroupElement)"
+ ]
+ ],
+ "rank": 17
+ },
{
"comment": "IsFinite",
"filters": [
@@ -55894,6 +56446,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1430
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55933,6 +56489,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1430
+ },
"methods": {
"0args": [],
"1args": [],
@@ -55953,6 +56513,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1469
+ },
"methods": {
"0args": [],
"1args": [
@@ -56109,6 +56673,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1469
+ },
"methods": {
"0args": [],
"1args": [],
@@ -56148,6 +56716,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1469
+ },
"methods": {
"0args": [],
"1args": [],
@@ -56173,6 +56745,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1505
+ },
"methods": {
"0args": [],
"1args": [
@@ -56203,7 +56779,7 @@
"Tester(IsNaturalSL)"
]
],
- "rank": 397
+ "rank": 399
},
{
"comment": "Size: general linear group",
@@ -56222,7 +56798,7 @@
"Tester(IsNaturalGL)"
]
],
- "rank": 395
+ "rank": 397
},
{
"comment": "Size: for groups of FFE",
@@ -56247,7 +56823,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "Size",
@@ -56302,7 +56878,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "Size",
@@ -56314,7 +56890,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "Size: cyclotomic matrix group not known to be finite",
@@ -56329,7 +56905,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "Size: for a matrix group that knows to be a wreath product",
@@ -56344,7 +56920,7 @@
"Tester(WreathProductInfo)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "Size: for a matrix group that knows to be a direct product",
@@ -56359,7 +56935,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "Size: for a free group",
@@ -56414,7 +56990,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "Size: infinite abelianization",
@@ -56424,7 +57000,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "Size: for finitely presented groups",
@@ -56434,7 +57010,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "Size: subgroups of finitely presented groups",
@@ -56443,7 +57019,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "Size: for a group with known ordinary character table",
@@ -56455,7 +57031,7 @@
"Tester(OrdinaryCharacterTable)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "Size: subdirect product",
@@ -56467,7 +57043,7 @@
"Tester(SubdirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "Size: group direct product",
@@ -56479,7 +57055,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "Size: for sc rings and their subrings",
@@ -56615,7 +57191,7 @@
"Tester(IsReesZeroMatrixSemigroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "Size: for a Rees matrix semigroup",
@@ -56625,7 +57201,7 @@
"Tester(IsReesMatrixSemigroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "Size: for a free magma",
@@ -56816,6 +57392,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1505
+ },
"methods": {
"0args": [],
"1args": [],
@@ -56855,6 +57435,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1505
+ },
"methods": {
"0args": [],
"1args": [],
@@ -56875,6 +57459,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1545
+ },
"methods": {
"0args": [],
"1args": [
@@ -56929,7 +57517,7 @@
"Tester(IsCyclotomicField)"
]
],
- "rank": 59
+ "rank": 61
},
{
"comment": "Representative: for a division ring with known generators",
@@ -56963,7 +57551,7 @@
"Tester(GeneratorsOfDivisionRing)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "Representative: for full matrix module",
@@ -57167,47 +57755,47 @@
"rank": 19
},
{
- "comment": "Representative: for additive-magma-with-inverses with known generators",
+ "comment": "Representative: for a Rees 0-matrix semigroup",
"filters": [
[
- "IsNearAdditiveMagma",
- "IsNearAdditiveGroup",
- "IsAdditivelyCommutative",
- "Tester(IsAdditivelyCommutative)",
- "Tester(GeneratorsOfNearAdditiveGroup)"
+ "IsReesZeroMatrixSemigroup",
+ "Tester(IsReesZeroMatrixSemigroup)"
]
],
"rank": 17
},
{
- "comment": "Representative: for magma-with-inverses with generators",
+ "comment": "Representative: for a Rees matrix semigroup",
"filters": [
[
- "IsMagmaWithInverses",
- "Tester(GeneratorsOfMagmaWithInverses)"
+ "IsReesMatrixSemigroup",
+ "Tester(IsReesMatrixSemigroup)"
]
],
"rank": 17
},
{
- "comment": "Representative: for a Rees 0-matrix semigroup",
+ "comment": "Representative: for additive-magma-with-inverses with known generators",
"filters": [
[
- "IsReesZeroMatrixSemigroup",
- "Tester(IsReesZeroMatrixSemigroup)"
+ "IsNearAdditiveMagma",
+ "IsNearAdditiveGroup",
+ "IsAdditivelyCommutative",
+ "Tester(IsAdditivelyCommutative)",
+ "Tester(GeneratorsOfNearAdditiveGroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
- "comment": "Representative: for a Rees matrix semigroup",
+ "comment": "Representative: for magma-with-inverses with generators",
"filters": [
[
- "IsReesMatrixSemigroup",
- "Tester(IsReesMatrixSemigroup)"
+ "IsMagmaWithInverses",
+ "Tester(GeneratorsOfMagmaWithInverses)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "Representative: for additive-magma-with-zero with stored parent",
@@ -57346,6 +57934,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1545
+ },
"methods": {
"0args": [],
"1args": [],
@@ -57385,6 +57977,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1545
+ },
"methods": {
"0args": [],
"1args": [],
@@ -57405,6 +58001,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1575
+ },
"methods": {
"0args": [],
"1args": [
@@ -57498,6 +58098,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1575
+ },
"methods": {
"0args": [],
"1args": [],
@@ -57537,6 +58141,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1575
+ },
"methods": {
"0args": [],
"1args": [],
@@ -57584,6 +58192,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1636
+ },
"methods": {
"0args": [],
"1args": [
@@ -57642,7 +58254,7 @@
"Tester(IsNaturalSL)"
]
],
- "rank": 397
+ "rank": 399
},
{
"comment": "Random: for natural GL",
@@ -57661,7 +58273,7 @@
"Tester(IsNaturalGL)"
]
],
- "rank": 395
+ "rank": 397
},
{
"comment": "Random: handled by nice monomorphism",
@@ -57674,7 +58286,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "Random: for an internal list",
@@ -57813,7 +58425,7 @@
"Tester(IsPrimeField)"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "Random: for a finite field with known primitive root",
@@ -57851,7 +58463,7 @@
"Tester(PrimitiveRoot)"
]
],
- "rank": 57
+ "rank": 59
},
{
"comment": "Random: Alg",
@@ -57860,7 +58472,7 @@
"IsAlgebraicExtension"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Random: for full ring Z/nZ",
@@ -57873,6 +58485,18 @@
],
"rank": 49
},
+ {
+ "comment": "Random: for a pcp group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsPcpElement)"
+ ]
+ ],
+ "rank": 48
+ },
{
"comment": "Random: for full matrix module",
"filters": [
@@ -57896,27 +58520,29 @@
"rank": 48
},
{
- "comment": "Random: for a pcp group",
+ "comment": "Random: fp group",
"filters": [
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsSubgroupFpGroup"
]
],
"rank": 46
},
{
- "comment": "Random: fp group",
+ "comment": "Random: pcgs computable groups",
"filters": [
[
"IsFinite",
"Tester(IsFinite)",
- "IsSubgroupFpGroup"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CanEasilyComputePcgs"
]
],
- "rank": 44
+ "rank": 45
},
{
"comment": "Random: for a free group",
@@ -57962,27 +58588,23 @@
"rank": 43
},
{
- "comment": "Random: pcgs computable groups",
+ "comment": "Random: for `Integers'",
"filters": [
[
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CanEasilyComputePcgs"
+ "IsIntegers"
]
],
- "rank": 43
+ "rank": 39
},
{
- "comment": "Random: for `Integers'",
+ "comment": "Random: LAGUNA: for full ot normalized unit group of group ring",
"filters": [
[
- "IsIntegers"
+ "IsGroupOfUnitsOfMagmaRing",
+ "Tester(IsGroupOfUnitsOfMagmaRing)"
]
],
- "rank": 39
+ "rank": 37
},
{
"comment": "Random: for full hom space of linear mappings",
@@ -57996,16 +58618,6 @@
],
"rank": 36
},
- {
- "comment": "Random: LAGUNA: for full ot normalized unit group of group ring",
- "filters": [
- [
- "IsGroupOfUnitsOfMagmaRing",
- "Tester(IsGroupOfUnitsOfMagmaRing)"
- ]
- ],
- "rank": 35
- },
{
"comment": "Random: for a free monoid",
"filters": [
@@ -58303,6 +58915,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1729
+ },
"methods": {
"0args": [],
"1args": [
@@ -58323,7 +58939,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "PseudoRandom: product replacement",
@@ -58335,7 +58951,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "PseudoRandom: polynomial ring",
@@ -58391,6 +59007,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1743
+ },
"methods": {
"0args": [],
"1args": [
@@ -58423,6 +59043,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1743
+ },
"methods": {
"0args": [],
"1args": [],
@@ -58462,6 +59086,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1743
+ },
"methods": {
"0args": [],
"1args": [],
@@ -58482,6 +59110,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1777
+ },
"methods": {
"0args": [],
"1args": [
@@ -58577,7 +59209,18 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 377
+ "rank": 379
+ },
+ {
+ "comment": "Enumerator: for trivial magma-with-one",
+ "filters": [
+ [
+ "IsTrivial",
+ "Tester(IsTrivial)",
+ "IsMagmaWithOne"
+ ]
+ ],
+ "rank": 71
},
{
"comment": "Enumerator: for `Rationals'",
@@ -58617,29 +59260,6 @@
],
"rank": 69
},
- {
- "comment": "Enumerator: for trivial magma-with-one",
- "filters": [
- [
- "IsTrivial",
- "Tester(IsTrivial)",
- "IsMagmaWithOne"
- ]
- ],
- "rank": 69
- },
- {
- "comment": "Enumerator: for a permutation group",
- "filters": [
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 58
- },
{
"comment": "Enumerator: for a finite prime field",
"filters": [
@@ -58677,6 +59297,18 @@
"Tester(IsPrimeField)"
]
],
+ "rank": 60
+ },
+ {
+ "comment": "Enumerator: for a permutation group",
+ "filters": [
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
"rank": 58
},
{
@@ -58687,7 +59319,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "Enumerator: for enumerator of a free group",
@@ -58712,7 +59344,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "Enumerator: finite pc computable groups",
@@ -58726,7 +59358,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "Enumerator: for integers",
@@ -58747,7 +59379,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "Enumerator: generic method for a ring-with-one with known generators",
@@ -58918,22 +59550,22 @@
"rank": 23
},
{
- "comment": "Enumerator: for a Rees 0-matrix semigroup",
+ "comment": "Enumerator: for a full transformation semigroup",
"filters": [
[
- "IsReesZeroMatrixSemigroup",
- "Tester(IsReesZeroMatrixSemigroup)",
- "Tester(UnderlyingSemigroup)"
+ "IsFullTransformationSemigroup",
+ "Tester(IsFullTransformationSemigroup)"
]
],
- "rank": 20
+ "rank": 22
},
{
- "comment": "Enumerator: for a full transformation semigroup",
+ "comment": "Enumerator: for a Rees 0-matrix semigroup",
"filters": [
[
- "IsFullTransformationSemigroup",
- "Tester(IsFullTransformationSemigroup)"
+ "IsReesZeroMatrixSemigroup",
+ "Tester(IsReesZeroMatrixSemigroup)",
+ "Tester(UnderlyingSemigroup)"
]
],
"rank": 20
@@ -59000,6 +59632,16 @@
],
"rank": 18
},
+ {
+ "comment": "Enumerator: for a Rees matrix semigroup",
+ "filters": [
+ [
+ "IsReesMatrixSemigroup",
+ "Tester(IsReesMatrixSemigroup)"
+ ]
+ ],
+ "rank": 17
+ },
{
"comment": "Enumerator: generic method for a magma ideal",
"filters": [
@@ -59044,14 +59686,16 @@
"rank": 16
},
{
- "comment": "Enumerator: for a Rees matrix semigroup",
+ "comment": "Enumerator: for a generic semigroup",
"filters": [
[
- "IsReesMatrixSemigroup",
- "Tester(IsReesMatrixSemigroup)"
+ "IsMagma",
+ "Tester(GeneratorsOfMagma)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 15
+ "rank": 16
},
{
"comment": "Enumerator: for a free magma",
@@ -59077,18 +59721,6 @@
],
"rank": 14
},
- {
- "comment": "Enumerator: for a generic semigroup",
- "filters": [
- [
- "IsMagma",
- "Tester(GeneratorsOfMagma)",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 14
- },
{
"comment": "Enumerator",
"filters": [
@@ -59330,6 +59962,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1777
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59369,6 +60005,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1777
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59389,6 +60029,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1821
+ },
"methods": {
"0args": [],
"1args": [
@@ -59449,7 +60093,7 @@
"Tester(IsPrimeField)"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "EnumeratorSorted: for AffineCrystGroup",
@@ -59459,7 +60103,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "EnumeratorSorted: for a plist",
@@ -59520,6 +60164,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1821
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59559,6 +60207,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 1821
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59579,6 +60231,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2011
+ },
"methods": {
"0args": [],
"1args": [
@@ -59611,6 +60267,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2011
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59650,6 +60310,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2011
+ },
"methods": {
"0args": [],
"1args": [],
@@ -59704,6 +60368,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2081
+ },
"methods": {
"0args": [],
"1args": [
@@ -59865,6 +60533,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2121
+ },
"methods": {
"0args": [],
"1args": [
@@ -59895,6 +60567,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2168
+ },
"methods": {
"0args": [],
"1args": [
@@ -59991,6 +60667,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2217
+ },
"methods": {
"0args": [],
"1args": [
@@ -60042,18 +60722,6 @@
],
"rank": 432
},
- {
- "comment": "AsList: permgp: AsSSortedList",
- "filters": [
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 58
- },
{
"comment": "AsList: for a finite prime field",
"filters": [
@@ -60091,18 +60759,19 @@
"Tester(IsPrimeField)"
]
],
- "rank": 58
+ "rank": 60
},
{
- "comment": "AsList: for full ring Z/nZ",
+ "comment": "AsList: permgp: AsSSortedList",
"filters": [
[
- "IsWholeFamily",
- "Tester(IsWholeFamily)",
- "CategoryCollections(IsZmodnZObjNonprime)"
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 49
+ "rank": 58
},
{
"comment": "AsList: for pcp groups",
@@ -60114,7 +60783,18 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
+ },
+ {
+ "comment": "AsList: for full ring Z/nZ",
+ "filters": [
+ [
+ "IsWholeFamily",
+ "Tester(IsWholeFamily)",
+ "CategoryCollections(IsZmodnZObjNonprime)"
+ ]
+ ],
+ "rank": 49
},
{
"comment": "AsList: pc group",
@@ -60304,6 +60984,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2217
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60359,6 +61043,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2217
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60379,6 +61067,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2258
+ },
"methods": {
"0args": [],
"1args": [
@@ -60420,6 +61112,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2258
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60459,6 +61155,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2258
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60479,6 +61179,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2320
+ },
"methods": {
"0args": [],
"1args": [
@@ -60516,7 +61220,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "AsSSortedList: for full ring Z/nZ",
@@ -60675,6 +61379,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2320
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60714,6 +61422,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2320
+ },
"methods": {
"0args": [],
"1args": [],
@@ -60734,6 +61446,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2345
+ },
"methods": {
"0args": [],
"1args": [
@@ -60781,7 +61497,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "AsSSortedListNonstored: generic method for groups",
@@ -60792,7 +61508,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
}
],
"2args": [],
@@ -60812,6 +61528,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2449
+ },
"methods": {
"0args": [],
"1args": [
@@ -60931,6 +61651,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2527
+ },
"methods": {
"0args": [],
"1args": [
@@ -61053,6 +61777,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2595
+ },
"methods": {
"0args": [],
"1args": [],
@@ -61140,6 +61868,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2666
+ },
"methods": {
"0args": [],
"1args": [
@@ -61228,6 +61960,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2712
+ },
"methods": {
"0args": [],
"1args": [],
@@ -61319,6 +62055,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2760
+ },
"methods": {
"0args": [],
"1args": [],
@@ -61410,6 +62150,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 2971
+ },
"methods": {
"0args": [],
"1args": [],
@@ -61446,7 +62190,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 10092
+ "rank": 10096
},
{
"comment": "IsSubset: test whether domain is parent of the other",
@@ -61521,7 +62265,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "IsSubset: field, 8bit-vector",
@@ -61697,7 +62441,7 @@
"IsEuclideanRing"
]
],
- "rank": 112
+ "rank": 116
},
{
"comment": "IsSubset: for Integers and Rationals (ResClasses)",
@@ -61741,16 +62485,39 @@
"rank": 109
},
{
- "comment": "IsSubset: for Z_pi and Rationals (ResClasses)",
+ "comment": "IsSubset",
"filters": [
[
- "IsZ_pi",
- "Tester(IsZ_pi)"
+ "IsAffineCrystGroupOnLeft",
+ "Tester(IsAffineCrystGroupOnLeft)"
+ ],
+ [
+ "IsAffineCrystGroupOnRight",
+ "Tester(IsAffineCrystGroupOnRight)"
+ ]
+ ],
+ "rank": 104
+ },
+ {
+ "comment": "IsSubset",
+ "filters": [
+ [
+ "IsAffineCrystGroupOnRight",
+ "Tester(IsAffineCrystGroupOnRight)"
],
+ [
+ "IsAffineCrystGroupOnLeft",
+ "Tester(IsAffineCrystGroupOnLeft)"
+ ]
+ ],
+ "rank": 104
+ },
+ {
+ "comment": "IsSubset: for two division rings",
+ "filters": [
[
"IsNonTrivial",
"Tester(IsNonTrivial)",
- "CategoryCollections(IsCyclotomic)",
"IsExtLSet",
"IsAssociativeLOpDProd",
"IsAssociativeLOpEProd",
@@ -61765,8 +62532,6 @@
"IsMagmaWithInversesIfNonzero",
"IsAssociative",
"Tester(IsAssociative)",
- "IsCommutative",
- "Tester(IsCommutative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -61775,20 +62540,11 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
- "IsEuclideanRing",
- "IsPrimeField",
- "Tester(IsPrimeField)"
- ]
- ],
- "rank": 102
- },
- {
- "comment": "IsSubset: for Rationals and Z_(pi) (ResClasses)",
- "filters": [
+ "IsEuclideanRing"
+ ],
[
"IsNonTrivial",
"Tester(IsNonTrivial)",
- "CategoryCollections(IsCyclotomic)",
"IsExtLSet",
"IsAssociativeLOpDProd",
"IsAssociativeLOpEProd",
@@ -61803,8 +62559,6 @@
"IsMagmaWithInversesIfNonzero",
"IsAssociative",
"Tester(IsAssociative)",
- "IsCommutative",
- "Tester(IsCommutative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -61813,73 +62567,22 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
- "IsEuclideanRing",
- "IsPrimeField",
- "Tester(IsPrimeField)"
- ],
- [
- "IsZ_pi",
- "Tester(IsZ_pi)"
- ]
- ],
- "rank": 102
- },
- {
- "comment": "IsSubset",
- "filters": [
- [
- "IsAffineCrystGroupOnLeft",
- "Tester(IsAffineCrystGroupOnLeft)"
- ],
- [
- "IsAffineCrystGroupOnRight",
- "Tester(IsAffineCrystGroupOnRight)"
- ]
- ],
- "rank": 100
- },
- {
- "comment": "IsSubset",
- "filters": [
- [
- "IsAffineCrystGroupOnRight",
- "Tester(IsAffineCrystGroupOnRight)"
- ],
- [
- "IsAffineCrystGroupOnLeft",
- "Tester(IsAffineCrystGroupOnLeft)"
+ "IsEuclideanRing"
]
],
- "rank": 100
+ "rank": 104
},
{
- "comment": "IsSubset: for subgroups of free groups",
+ "comment": "IsSubset: for Z_pi and Rationals (ResClasses)",
"filters": [
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsFinitelyGeneratedGroup",
- "Tester(IsFinitelyGeneratedGroup)",
- "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
+ "IsZ_pi",
+ "Tester(IsZ_pi)"
],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsFinitelyGeneratedGroup",
- "Tester(IsFinitelyGeneratedGroup)",
- "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
- ]
- ],
- "rank": 100
- },
- {
- "comment": "IsSubset: for two division rings",
- "filters": [
[
"IsNonTrivial",
"Tester(IsNonTrivial)",
+ "CategoryCollections(IsCyclotomic)",
"IsExtLSet",
"IsAssociativeLOpDProd",
"IsAssociativeLOpEProd",
@@ -61894,6 +62597,8 @@
"IsMagmaWithInversesIfNonzero",
"IsAssociative",
"Tester(IsAssociative)",
+ "IsCommutative",
+ "Tester(IsCommutative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -61902,11 +62607,20 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
- "IsEuclideanRing"
- ],
+ "IsEuclideanRing",
+ "IsPrimeField",
+ "Tester(IsPrimeField)"
+ ]
+ ],
+ "rank": 102
+ },
+ {
+ "comment": "IsSubset: for Rationals and Z_(pi) (ResClasses)",
+ "filters": [
[
"IsNonTrivial",
"Tester(IsNonTrivial)",
+ "CategoryCollections(IsCyclotomic)",
"IsExtLSet",
"IsAssociativeLOpDProd",
"IsAssociativeLOpEProd",
@@ -61921,6 +62635,8 @@
"IsMagmaWithInversesIfNonzero",
"IsAssociative",
"Tester(IsAssociative)",
+ "IsCommutative",
+ "Tester(IsCommutative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -61929,7 +62645,35 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
- "IsEuclideanRing"
+ "IsEuclideanRing",
+ "IsPrimeField",
+ "Tester(IsPrimeField)"
+ ],
+ [
+ "IsZ_pi",
+ "Tester(IsZ_pi)"
+ ]
+ ],
+ "rank": 102
+ },
+ {
+ "comment": "IsSubset: for subgroups of free groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsFinitelyGeneratedGroup",
+ "Tester(IsFinitelyGeneratedGroup)",
+ "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsFinitelyGeneratedGroup",
+ "Tester(IsFinitelyGeneratedGroup)",
+ "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
]
],
"rank": 100
@@ -61992,6 +62736,45 @@
],
"rank": 80
},
+ {
+ "comment": "IsSubset: subgroups of fp group by quot. rep",
+ "filters": [
+ [
+ "IsSubgroupFpGroup",
+ "IsSubgroupOfWholeGroupByQuotientRep"
+ ],
+ [
+ "IsSubgroupFpGroup",
+ "IsSubgroupOfWholeGroupByQuotientRep"
+ ]
+ ],
+ "rank": 76
+ },
+ {
+ "comment": "IsSubset: subgroups of fp group: test generators",
+ "filters": [
+ [
+ "IsSubgroupFpGroup"
+ ],
+ [
+ "Tester(GeneratorsOfMagmaWithInverses)",
+ "IsSubgroupFpGroup"
+ ]
+ ],
+ "rank": 75
+ },
+ {
+ "comment": "IsSubset: subgp fp group: via quotient rep",
+ "filters": [
+ [
+ "IsSubgroupFpGroup"
+ ],
+ [
+ "IsSubgroupFpGroup"
+ ]
+ ],
+ "rank": 74
+ },
{
"comment": "IsSubset: for two FLMLORs-with-one",
"filters": [
@@ -62044,53 +62827,30 @@
"rank": 73
},
{
- "comment": "IsSubset: subgroups of fp group by quot. rep",
+ "comment": "IsSubset: pcgs computable groups",
"filters": [
[
- "IsSubgroupFpGroup",
- "IsSubgroupOfWholeGroupByQuotientRep"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(FamilyPcgs)",
+ "CanEasilyComputePcgs"
],
[
- "IsSubgroupFpGroup",
- "IsSubgroupOfWholeGroupByQuotientRep"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
"rank": 72
},
{
- "comment": "IsSubset: subgroups of fp group: test generators",
- "filters": [
- [
- "IsSubgroupFpGroup"
- ],
- [
- "Tester(GeneratorsOfMagmaWithInverses)",
- "IsSubgroupFpGroup"
- ]
- ],
- "rank": 71
- },
- {
- "comment": "IsSubset: subgp fp group: via quotient rep",
- "filters": [
- [
- "IsSubgroupFpGroup"
- ],
- [
- "IsSubgroupFpGroup"
- ]
- ],
- "rank": 70
- },
- {
- "comment": "IsSubset: pcgs computable groups",
+ "comment": "IsSubset: generic method for two groups",
"filters": [
[
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)",
- "Tester(FamilyPcgs)",
- "CanEasilyComputePcgs"
+ "Tester(IsAssociative)"
],
[
"IsMagmaWithInverses",
@@ -62098,7 +62858,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 68
+ "rank": 70
},
{
"comment": "IsSubset: for two FLMLORs",
@@ -62150,22 +62910,6 @@
],
"rank": 66
},
- {
- "comment": "IsSubset: generic method for two groups",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 66
- },
{
"comment": "IsSubset: for two rings-with-one",
"filters": [
@@ -62384,7 +63128,49 @@
"rank": 19
},
{
- "comment": "IsSubset: for two residue class unions (ResClasses)",
+ "comment": "IsSubset: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "IsSubset: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "IsSubset: for two residue class unions in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "IsSubset: for two residue class unions in standard rep. (ResClasses)",
"filters": [
[
"IsResidueClassUnion",
@@ -62505,6 +63291,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3047
+ },
"methods": {
"0args": [],
"1args": [],
@@ -62635,7 +63425,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "Intersection2: for two cyclotomic fields of cyclotomics",
@@ -62851,7 +63641,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "Intersection2: two AffineCrystGroupsOnRight",
@@ -62865,7 +63655,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "Intersection2: for Z_(pi) and Rationals (ResClasses)",
@@ -62989,7 +63779,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "Intersection2: for certain cyclotomic semirings",
@@ -63019,6 +63809,32 @@
],
"rank": 82
},
+ {
+ "comment": "Intersection2: subgroups of fp group by quotient",
+ "filters": [
+ [
+ "IsSubgroupFpGroup",
+ "IsSubgroupOfWholeGroupByQuotientRep"
+ ],
+ [
+ "IsSubgroupFpGroup",
+ "IsSubgroupOfWholeGroupByQuotientRep"
+ ]
+ ],
+ "rank": 76
+ },
+ {
+ "comment": "Intersection2: subgroups of fp group",
+ "filters": [
+ [
+ "IsSubgroupFpGroup"
+ ],
+ [
+ "IsSubgroupFpGroup"
+ ]
+ ],
+ "rank": 74
+ },
{
"comment": "Intersection2: generic method for two FLMLORs-with-one",
"filters": [
@@ -63058,31 +63874,23 @@
"rank": 74
},
{
- "comment": "Intersection2: subgroups of fp group by quotient",
+ "comment": "Intersection2: groups with pcgs",
"filters": [
[
- "IsSubgroupFpGroup",
- "IsSubgroupOfWholeGroupByQuotientRep"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(HomePcgs)"
],
[
- "IsSubgroupFpGroup",
- "IsSubgroupOfWholeGroupByQuotientRep"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(HomePcgs)"
]
],
"rank": 72
},
- {
- "comment": "Intersection2: subgroups of fp group",
- "filters": [
- [
- "IsSubgroupFpGroup"
- ],
- [
- "IsSubgroupFpGroup"
- ]
- ],
- "rank": 70
- },
{
"comment": "Intersection2: for two spaces in a common s.c. algebra",
"filters": [
@@ -63120,22 +63928,20 @@
"rank": 70
},
{
- "comment": "Intersection2: groups with pcgs",
+ "comment": "Intersection2: generic method for two groups",
"filters": [
[
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)",
- "Tester(HomePcgs)"
+ "Tester(IsAssociative)"
],
[
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)",
- "Tester(HomePcgs)"
+ "Tester(IsAssociative)"
]
],
- "rank": 68
+ "rank": 70
},
{
"comment": "Intersection2: generic method for two FLMLORs",
@@ -63187,22 +63993,6 @@
],
"rank": 66
},
- {
- "comment": "Intersection2: generic method for two groups",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 66
- },
{
"comment": "Intersection2: for two Gaussian row spaces",
"filters": [
@@ -63339,6 +64129,20 @@
],
"rank": 24
},
+ {
+ "comment": "Intersection2: for residue class unions of Z in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 22
+ },
{
"comment": "Intersection2: for the empty set and a set (ResClasses)",
"filters": [
@@ -63368,7 +64172,35 @@
"rank": 18
},
{
- "comment": "Intersection2: for two residue class unions (ResClasses)",
+ "comment": "Intersection2: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Intersection2: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Intersection2: for two residue class unions in standard rep. (ResClasses)",
"filters": [
[
"IsResidueClassUnion",
@@ -63419,6 +64251,19 @@
],
"rank": 11
},
+ {
+ "comment": "Intersection2: for a residue class union and a finite set (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsList"
+ ]
+ ],
+ "rank": 11
+ },
{
"comment": "Intersection2: for a residue class union and a finite set (ResClasses)",
"filters": [
@@ -63496,6 +64341,20 @@
],
"rank": 9
},
+ {
+ "comment": "Intersection2: of small list and class",
+ "filters": [
+ [
+ "IsList",
+ "IsFinite",
+ "Tester(IsFinite)"
+ ],
+ [
+ "IsClass"
+ ]
+ ],
+ "rank": 9
+ },
{
"comment": "Intersection2: of class and small list",
"filters": [
@@ -63537,20 +64396,6 @@
],
"rank": 8
},
- {
- "comment": "Intersection2: of small list and class/list/coll",
- "filters": [
- [
- "IsList",
- "IsFinite",
- "Tester(IsFinite)"
- ],
- [
- "IsListOrCollection"
- ]
- ],
- "rank": 8
- },
{
"comment": "Intersection2: of small list/coll and class",
"filters": [
@@ -63652,6 +64497,34 @@
],
"rank": 4
},
+ {
+ "comment": "Intersection2: for two lists or collections, the first being empty",
+ "filters": [
+ [
+ "IsListOrCollection",
+ "IsEmpty",
+ "Tester(IsEmpty)"
+ ],
+ [
+ "IsListOrCollection"
+ ]
+ ],
+ "rank": 4
+ },
+ {
+ "comment": "Intersection2: for two lists or collections, the second being empty",
+ "filters": [
+ [
+ "IsListOrCollection"
+ ],
+ [
+ "IsListOrCollection",
+ "IsEmpty",
+ "Tester(IsEmpty)"
+ ]
+ ],
+ "rank": 4
+ },
{
"comment": "Intersection2: for two lists (not necessarily in the same family)",
"filters": [
@@ -63665,28 +64538,28 @@
"rank": 4
},
{
- "comment": "Intersection2: of list/collection and class",
+ "comment": "Intersection2: of class and list/collection",
"filters": [
[
- "IsListOrCollection"
+ "IsClass"
],
[
- "IsClass"
+ "IsListOrCollection"
]
],
"rank": 3
},
{
- "comment": "Intersection2: of list/collection and list/collection",
+ "comment": "Intersection2: of list/collection and class",
"filters": [
[
"IsListOrCollection"
],
[
- "IsListOrCollection"
+ "IsClass"
]
],
- "rank": 2
+ "rank": 3
}
],
"3args": [],
@@ -63708,6 +64581,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3105
+ },
"methods": {
"0args": [],
"1args": [],
@@ -63755,7 +64632,49 @@
"rank": 52
},
{
- "comment": "Union2: for two residue class unions (ResClasses)",
+ "comment": "Union2: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Union2: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Union2: for two residue class unions in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Union2: for two residue class unions in standard rep. (ResClasses)",
"filters": [
[
"IsResidueClassUnion",
@@ -63806,6 +64725,19 @@
],
"rank": 11
},
+ {
+ "comment": "Union2: for a residue class union and a finite set (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsList"
+ ]
+ ],
+ "rank": 11
+ },
{
"comment": "Union2: for a residue class union and a finite set (ResClasses)",
"filters": [
@@ -63958,16 +64890,28 @@
"rank": 4
},
{
- "comment": "Union2: for two classes/lists/collections",
+ "comment": "Union2: for class and class/list/collection",
"filters": [
[
- "IsListOrCollection"
+ "IsClass"
],
[
"IsListOrCollection"
]
],
- "rank": 2
+ "rank": 3
+ },
+ {
+ "comment": "Union2: for class/list/collection and class",
+ "filters": [
+ [
+ "IsListOrCollection"
+ ],
+ [
+ "IsClass"
+ ]
+ ],
+ "rank": 3
}
],
"3args": [],
@@ -63989,6 +64933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3140
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64022,6 +64970,19 @@
],
"rank": 10010
},
+ {
+ "comment": "Difference: for a residue class union and a finite set (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsList"
+ ]
+ ],
+ "rank": 111
+ },
{
"comment": "Difference: for a residue class union and a finite set (ResClasses)",
"filters": [
@@ -64035,6 +64996,19 @@
],
"rank": 111
},
+ {
+ "comment": "Difference: for Z and a residue class union in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsIntegers"
+ ],
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 51
+ },
{
"comment": "Difference: for Z^2 and a finite set (ResClasses)",
"filters": [
@@ -64068,6 +65042,20 @@
],
"rank": 28
},
+ {
+ "comment": "Difference: for residue class unions of Z in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 22
+ },
{
"comment": "Difference: for collection, and empty list",
"filters": [
@@ -64083,7 +65071,35 @@
"rank": 19
},
{
- "comment": "Difference: for two residue class unions (ResClasses)",
+ "comment": "Difference: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Difference: for two residue class unions in different rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ],
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 18
+ },
+ {
+ "comment": "Difference: for two residue class unions in standard rep. (ResClasses)",
"filters": [
[
"IsResidueClassUnion",
@@ -64111,39 +65127,40 @@
"rank": 18
},
{
- "comment": "Difference: for two unions of residue classes with fixed rep's (ResClasses)",
+ "comment": "Difference: for the base ring and a residue class union (ResClasses)",
"filters": [
[
- "IsUnionOfResidueClassesWithFixedRepresentatives"
+ "IsCollection",
+ "IsGeneralizedDomain"
],
[
- "IsUnionOfResidueClassesWithFixedRepresentatives"
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
]
],
- "rank": 12
+ "rank": 14
},
{
- "comment": "Difference: for a residue class union and the base ring (ResClasses)",
+ "comment": "Difference: for two unions of residue classes with fixed rep's (ResClasses)",
"filters": [
[
- "IsResidueClassUnion"
+ "IsUnionOfResidueClassesWithFixedRepresentatives"
],
[
- "IsCollection",
- "IsGeneralizedDomain"
+ "IsUnionOfResidueClassesWithFixedRepresentatives"
]
],
- "rank": 11
+ "rank": 12
},
{
- "comment": "Difference: for the base ring and a residue class union (ResClasses)",
+ "comment": "Difference: for a residue class union and the base ring (ResClasses)",
"filters": [
[
- "IsCollection",
- "IsGeneralizedDomain"
+ "IsResidueClassUnion"
],
[
- "IsResidueClassUnion"
+ "IsCollection",
+ "IsGeneralizedDomain"
]
],
"rank": 11
@@ -64238,16 +65255,28 @@
"rank": 4
},
{
- "comment": "Difference: for two classes/lists/collections",
+ "comment": "Difference: for class and class/list/collection",
"filters": [
[
- "IsListOrCollection"
+ "IsClass"
],
[
"IsListOrCollection"
]
],
- "rank": 2
+ "rank": 3
+ },
+ {
+ "comment": "Difference: for class/list/collection and class",
+ "filters": [
+ [
+ "IsListOrCollection"
+ ],
+ [
+ "IsClass"
+ ]
+ ],
+ "rank": 3
}
],
"3args": [],
@@ -64264,6 +65293,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3199
+ },
"methods": {
"0args": [],
"1args": [
@@ -64341,6 +65374,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3199
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64388,6 +65425,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3199
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64406,6 +65447,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3201
+ },
"methods": {
"0args": [],
"1args": [
@@ -64474,6 +65519,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3201
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64521,6 +65570,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3201
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64540,6 +65593,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3222
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64556,7 +65613,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CanComputeIsSubset",
@@ -64570,7 +65627,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CanComputeIsSubset: whole fp family group",
@@ -64584,7 +65641,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "CanComputeIsSubset: if membership test works",
@@ -64601,7 +65658,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 40
+ "rank": 42
},
{
"comment": "CanComputeIsSubset: default for domains: no unless identical",
@@ -64642,6 +65699,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3247
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64662,6 +65723,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3248
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64682,6 +65747,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3250
+ },
"methods": {
"0args": [],
"1args": [
@@ -64714,6 +65783,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3250
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64753,6 +65826,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3250
+ },
"methods": {
"0args": [],
"1args": [],
@@ -64773,6 +65850,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/coll.gd",
+ "line": 3251
+ },
"methods": {
"0args": [],
"1args": [
@@ -64805,6 +65886,10 @@
[]
]
],
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+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 692
+ },
"methods": {
"0args": [],
"1args": [
@@ -71044,6 +72708,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 692
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71081,6 +72749,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 692
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71102,6 +72774,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1321
+ },
"methods": {
"0args": [],
"1args": [
@@ -71237,6 +72913,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1321
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71277,6 +72957,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1321
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71307,6 +72991,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1339
+ },
"methods": {
"0args": [],
"1args": [
@@ -71645,6 +73333,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1339
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71684,6 +73376,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1339
+ },
"methods": {
"0args": [],
"1args": [],
@@ -71718,6 +73414,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1415
+ },
"methods": {
"0args": [],
"1args": [
@@ -72051,6 +73751,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1415
+ },
"methods": {
"0args": [],
"1args": [],
@@ -72091,6 +73795,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1415
+ },
"methods": {
"0args": [],
"1args": [],
@@ -72122,6 +73830,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1422
+ },
"methods": {
"0args": [],
"1args": [
@@ -72524,6 +74236,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1426
+ },
"methods": {
"0args": [],
"1args": [
@@ -72682,6 +74398,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1434
+ },
"methods": {
"0args": [],
"1args": [],
@@ -74081,7 +75801,7 @@
"rank": 25
},
{
- "comment": "+: laurent + coeff(embed)",
+ "comment": "+: laurent + coeff",
"filters": [
[
"IsUnivariateRationalFunction",
@@ -74098,7 +75818,7 @@
"rank": 25
},
{
- "comment": "+: coeff(embed) + laurent",
+ "comment": "+: coeff + laurent",
"filters": [
[
"IsNearAdditiveElementWithInverse",
@@ -74115,7 +75835,7 @@
"rank": 25
},
{
- "comment": "+: laurent + coeff",
+ "comment": "+: laurent + coeff(embed)",
"filters": [
[
"IsUnivariateRationalFunction",
@@ -74132,7 +75852,7 @@
"rank": 25
},
{
- "comment": "+: coeff + laurent",
+ "comment": "+: coeff(embed) + laurent",
"filters": [
[
"IsNearAdditiveElementWithInverse",
@@ -74791,23 +76511,35 @@
"rank": 12
},
{
- "comment": "+: for ring element and residue class union (ResClasses)",
+ "comment": "+: for residue class union in sparse rep. and ring element (ResClasses)",
"filters": [
- [],
[
- "IsResidueClassUnion"
- ]
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ []
],
- "rank": 6
+ "rank": 9
},
{
- "comment": "+: for residue class union and ring element (ResClasses)",
+ "comment": "+: for residue class union in standard rep. and ring element (ResClasses)",
"filters": [
[
- "IsResidueClassUnion"
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
],
[]
],
+ "rank": 9
+ },
+ {
+ "comment": "+: for ring element and residue class union (ResClasses)",
+ "filters": [
+ [],
+ [
+ "IsResidueClassUnion"
+ ]
+ ],
"rank": 6
},
{
@@ -74840,6 +76572,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1497
+ },
"methods": {
"0args": [],
"1args": [
@@ -74972,6 +76708,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1497
+ },
"methods": {
"0args": [],
"1args": [],
@@ -75012,6 +76752,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1497
+ },
"methods": {
"0args": [],
"1args": [],
@@ -75033,6 +76777,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1502
+ },
"methods": {
"0args": [],
"1args": [
@@ -75520,6 +77268,26 @@
],
"rank": 10
},
+ {
+ "comment": "AdditiveInverseMutable: for residue class unions in sparse rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ]
+ ],
+ "rank": 9
+ },
+ {
+ "comment": "AdditiveInverseMutable: for residue class unions in standard rep. (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ]
+ ],
+ "rank": 9
+ },
{
"comment": "AdditiveInverseMutable: for a (non-copyable) zero element",
"filters": [
@@ -75540,15 +77308,6 @@
]
],
"rank": 6
- },
- {
- "comment": "AdditiveInverseMutable: for residue class unions (ResClasses)",
- "filters": [
- [
- "IsResidueClassUnion"
- ]
- ],
- "rank": 6
}
],
"2args": [],
@@ -75569,6 +77328,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1506
+ },
"methods": {
"0args": [],
"1args": [
@@ -75727,6 +77490,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1515
+ },
"methods": {
"0args": [],
"1args": [],
@@ -76457,6 +78224,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1522
+ },
"methods": {
"0args": [],
"1args": [],
@@ -77831,7 +79602,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "*: for vector and null map matrix",
@@ -77969,6 +79740,30 @@
],
"rank": 34
},
+ {
+ "comment": "*: for infinity and positive rational (RCWA)",
+ "filters": [
+ [
+ "IsInfinity"
+ ],
+ [
+ "IsPosRat"
+ ]
+ ],
+ "rank": 34
+ },
+ {
+ "comment": "*: for positive rational and infinity (RCWA)",
+ "filters": [
+ [
+ "IsPosRat"
+ ],
+ [
+ "IsInfinity"
+ ]
+ ],
+ "rank": 34
+ },
{
"comment": "*",
"filters": [
@@ -78171,6 +79966,18 @@
],
"rank": 33
},
+ {
+ "comment": "*: for infinity and infinity (RCWA)",
+ "filters": [
+ [
+ "IsInfinity"
+ ],
+ [
+ "IsInfinity"
+ ]
+ ],
+ "rank": 32
+ },
{
"comment": "*: for pcp elements",
"filters": [
@@ -79684,6 +81491,36 @@
],
"rank": 18
},
+ {
+ "comment": "*: for residue class union in sparse rep. and ring element (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsNearAdditiveElementWithInverse",
+ "IsAdditiveElement",
+ "IsMultiplicativeElement"
+ ]
+ ],
+ "rank": 17
+ },
+ {
+ "comment": "*: for residue class union in standard rep. and ring element (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
+ ],
+ [
+ "IsNearAdditiveElementWithInverse",
+ "IsAdditiveElement",
+ "IsMultiplicativeElement"
+ ]
+ ],
+ "rank": 17
+ },
{
"comment": "*: List*Alg",
"filters": [
@@ -79858,44 +81695,6 @@
],
"rank": 14
},
- {
- "comment": "*: for residue class union and ring element (ResClasses)",
- "filters": [
- [
- "IsResidueClassUnion"
- ],
- [
- "IsNearAdditiveElementWithInverse",
- "IsAdditiveElement",
- "IsMultiplicativeElement"
- ]
- ],
- "rank": 14
- },
- {
- "comment": "*: for a transformation and a general mapping",
- "filters": [
- [
- "IsTransformation"
- ],
- [
- "IsGeneralMapping"
- ]
- ],
- "rank": 14
- },
- {
- "comment": "*: for a general mapping and a transformation",
- "filters": [
- [
- "IsGeneralMapping"
- ],
- [
- "IsTransformation"
- ]
- ],
- "rank": 14
- },
{
"comment": "*: for two f.p. group elements",
"filters": [
@@ -80195,6 +81994,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1607
+ },
"methods": {
"0args": [],
"1args": [
@@ -80228,7 +82031,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 134
+ "rank": 136
},
{
"comment": "OneImmutable: partial method for a magma-with-one (ask family)",
@@ -80267,17 +82070,6 @@
],
"rank": 56
},
- {
- "comment": "OneImmutable: for GF2 Matrix",
- "filters": [
- [
- "IsMultiplicativeElementWithOne",
- "IsOrdinaryMatrix",
- "IsGF2MatrixRep"
- ]
- ],
- "rank": 44
- },
{
"comment": "OneImmutable: for matrix group, call `IdentityMat'",
"filters": [
@@ -80290,7 +82082,18 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
+ },
+ {
+ "comment": "OneImmutable: for GF2 Matrix",
+ "filters": [
+ [
+ "IsMultiplicativeElementWithOne",
+ "IsOrdinaryMatrix",
+ "IsGF2MatrixRep"
+ ]
+ ],
+ "rank": 44
},
{
"comment": "OneImmutable: for a partial perm monoid with generators",
@@ -80616,6 +82419,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1607
+ },
"methods": {
"0args": [],
"1args": [],
@@ -80655,6 +82462,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1607
+ },
"methods": {
"0args": [],
"1args": [],
@@ -80675,6 +82486,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1615
+ },
"methods": {
"0args": [],
"1args": [
@@ -80746,23 +82561,23 @@
"rank": 31
},
{
- "comment": "OneMutable: for a partial perm semigroup",
+ "comment": "OneMutable: for a quaternion",
"filters": [
[
- "CategoryCollections(IsPartialPerm)",
- "IsMagma",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsQuaternion",
+ "IsSCAlgebraObj"
]
],
- "rank": 23
+ "rank": 25
},
{
- "comment": "OneMutable: for a quaternion",
+ "comment": "OneMutable: for a partial perm semigroup",
"filters": [
[
- "IsQuaternion",
- "IsSCAlgebraObj"
+ "CategoryCollections(IsPartialPerm)",
+ "IsMagma",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
"rank": 23
@@ -80834,7 +82649,7 @@
"rank": 14
},
{
- "comment": "OneMutable: for a transformation coll",
+ "comment": "OneMutable: for a transformation collection",
"filters": [
[
"CategoryCollections(IsTransformation)"
@@ -81138,6 +82953,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1619
+ },
"methods": {
"0args": [],
"1args": [
@@ -81214,6 +83033,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1696
+ },
"methods": {
"0args": [],
"1args": [
@@ -81291,6 +83114,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1696
+ },
"methods": {
"0args": [],
"1args": [],
@@ -81330,6 +83157,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1696
+ },
"methods": {
"0args": [],
"1args": [],
@@ -81355,6 +83186,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1701
+ },
"methods": {
"0args": [],
"1args": [
@@ -81488,7 +83323,7 @@
"IsSCAlgebraObj"
]
],
- "rank": 23
+ "rank": 25
},
{
"comment": "InverseMutable",
@@ -81819,6 +83654,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1705
+ },
"methods": {
"0args": [],
"1args": [
@@ -81955,6 +83794,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1715
+ },
"methods": {
"0args": [],
"1args": [],
@@ -81986,6 +83829,22 @@
],
"rank": 128
},
+ {
+ "comment": "/: generic method for two groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 70
+ },
{
"comment": "/: generic method for two FLMLORs",
"filters": [
@@ -82022,22 +83881,6 @@
],
"rank": 68
},
- {
- "comment": "/: generic method for two groups",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 66
- },
{
"comment": "/: generic method for two rings",
"filters": [
@@ -82182,34 +84025,34 @@
"rank": 47
},
{
- "comment": "/: for free groups and relators",
+ "comment": "/: for a semigroup and a congruence",
"filters": [
[
- "IsMagmaWithInverses",
+ "IsMagma",
"IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
+ "Tester(IsAssociative)"
],
[
- "IsCollection"
+ "IsSemigroupCongruence",
+ "Tester(IsSemigroupCongruence)"
]
],
- "rank": 46
+ "rank": 47
},
{
- "comment": "/: for a semigroup and a congruence",
+ "comment": "/: for free groups and relators",
"filters": [
[
- "IsMagma",
+ "IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)"
+ "Tester(IsAssociative)",
+ "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
],
[
- "IsSemigroupCongruence",
- "Tester(IsSemigroupCongruence)"
+ "IsCollection"
]
],
- "rank": 45
+ "rank": 46
},
{
"comment": "/: upol/upol",
@@ -82391,6 +84234,19 @@
],
"rank": 30
},
+ {
+ "comment": "/: for residue class union of Z in sparse rep. and integer (ResClasses)",
+ "filters": [
+ [
+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
+ ],
+ [
+ "IsInt"
+ ]
+ ],
+ "rank": 29
+ },
{
"comment": "/: for float and rational",
"filters": [
@@ -82616,44 +84472,46 @@
"rank": 19
},
{
- "comment": "/: for multiplicative grvs which might not be IsExtRElement",
+ "comment": "/: for a semigroup and an empty list",
"filters": [
[
- "IsMultiplicativeGeneralizedRowVector"
+ "IsMagma",
+ "IsAssociative",
+ "Tester(IsAssociative)"
],
[
- "IsMultiplicativeGeneralizedRowVector"
+ "IsEmpty",
+ "Tester(IsEmpty)"
]
],
"rank": 18
},
{
- "comment": "/: for empty list",
+ "comment": "/: for multiplicative grvs which might not be IsExtRElement",
"filters": [
[
- "IsEmpty",
- "Tester(IsEmpty)"
+ "IsMultiplicativeGeneralizedRowVector"
],
[
- "IsFloat"
+ "IsMultiplicativeGeneralizedRowVector"
]
],
- "rank": 16
+ "rank": 18
},
{
- "comment": "/: for a semigroup and an empty list",
+ "comment": "/: for residue class union in standard rep. and ring element (ResClasses)",
"filters": [
[
- "IsMagma",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
],
[
- "IsEmpty",
- "Tester(IsEmpty)"
+ "IsNearAdditiveElementWithInverse",
+ "IsAdditiveElement",
+ "IsMultiplicativeElement"
]
],
- "rank": 16
+ "rank": 17
},
{
"comment": "/: for semigroup and list of pairs",
@@ -82667,27 +84525,26 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
},
{
- "comment": "/: for a union of res.-cl. with fixed rep's and a ring element (ResClasses)",
+ "comment": "/: for empty list",
"filters": [
[
- "IsUnionOfResidueClassesWithFixedRepresentatives"
+ "IsEmpty",
+ "Tester(IsEmpty)"
],
[
- "IsNearAdditiveElementWithInverse",
- "IsAdditiveElement",
- "IsMultiplicativeElement"
+ "IsFloat"
]
],
- "rank": 14
+ "rank": 16
},
{
- "comment": "/: for residue class union and ring element (ResClasses)",
+ "comment": "/: for a union of res.-cl. with fixed rep's and a ring element (ResClasses)",
"filters": [
[
- "IsResidueClassUnion"
+ "IsUnionOfResidueClassesWithFixedRepresentatives"
],
[
"IsNearAdditiveElementWithInverse",
@@ -82778,6 +84635,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1737
+ },
"methods": {
"0args": [],
"1args": [],
@@ -82917,6 +84778,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/arith.gd",
+ "line": 1746
+ },
"methods": {
"0args": [],
"1args": [],
@@ -83026,7 +84891,7 @@
"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
]
],
- "rank": 80
+ "rank": 82
},
{
"comment": "^",
@@ -83042,7 +84907,7 @@
"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
]
],
- "rank": 80
+ "rank": 82
},
{
"comment": "^: conjugacy class of a subgroup of a group",
@@ -83058,7 +84923,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "^: for class function and group",
@@ -83072,7 +84937,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "^: for two class functions (conjugation, trivial action)",
@@ -83153,51 +85018,51 @@
"rank": 55
},
{
- "comment": "^: for block matrix and integer",
+ "comment": "^: for group homomorphism and group (induction)",
"filters": [
[
- "IsOrdinaryMatrix",
- "IsBlockMatrixRep"
+ "IsGeneralMapping",
+ "IsTotal",
+ "Tester(IsTotal)",
+ "IsSingleValued",
+ "Tester(IsSingleValued)",
+ "RespectsMultiplication",
+ "Tester(RespectsMultiplication)",
+ "RespectsInverses",
+ "Tester(RespectsInverses)"
],
[
- "IsInt"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
"rank": 52
},
{
- "comment": "^: for class function and nearly character table",
+ "comment": "^: for block matrix and integer",
"filters": [
[
- "IsClassFunction"
+ "IsOrdinaryMatrix",
+ "IsBlockMatrixRep"
],
[
- "IsNearlyCharacterTable"
+ "IsInt"
]
],
- "rank": 51
+ "rank": 52
},
{
- "comment": "^: for group homomorphism and group (induction)",
+ "comment": "^: for class function and nearly character table",
"filters": [
[
- "IsGeneralMapping",
- "IsTotal",
- "Tester(IsTotal)",
- "IsSingleValued",
- "Tester(IsSingleValued)",
- "RespectsMultiplication",
- "Tester(RespectsMultiplication)",
- "RespectsInverses",
- "Tester(RespectsInverses)"
+ "IsClassFunction"
],
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsNearlyCharacterTable"
]
],
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],
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@@ -83322,15 +85201,15 @@
"rank": 38
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{
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"rank": 36
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{
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@@ -84007,6 +85872,10 @@
]
]
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@@ -84095,6 +85964,10 @@
]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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]
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]
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]
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@@ -84777,6 +86690,10 @@
[]
]
],
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@@ -84802,7 +86719,7 @@
"Tester(IsAssociative)"
]
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},
{
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@@ -85003,6 +86920,10 @@
[]
]
],
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@@ -85040,6 +86961,10 @@
[]
]
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@@ -85060,6 +86985,10 @@
]
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@@ -85120,7 +87049,7 @@
"Tester(IsAssociative)"
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],
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},
{
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@@ -85288,6 +87217,10 @@
[]
]
],
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@@ -85327,6 +87260,10 @@
]
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@@ -85355,6 +87292,10 @@
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@@ -85430,6 +87371,10 @@
[]
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@@ -85477,6 +87422,10 @@
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@@ -85497,6 +87446,10 @@
]
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@@ -85531,6 +87484,10 @@
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@@ -85570,6 +87527,10 @@
]
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@@ -85590,6 +87551,10 @@
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@@ -85624,6 +87589,10 @@
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@@ -85663,6 +87632,10 @@
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@@ -85683,6 +87656,10 @@
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@@ -85717,6 +87694,10 @@
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@@ -85756,6 +87737,10 @@
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@@ -85776,6 +87761,10 @@
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@@ -85817,6 +87806,10 @@
[]
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@@ -85856,6 +87849,10 @@
]
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@@ -85876,6 +87873,10 @@
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@@ -85937,6 +87938,10 @@
[]
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@@ -85976,6 +87981,10 @@
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@@ -85994,6 +88003,10 @@
[]
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@@ -86102,6 +88115,10 @@
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@@ -86172,6 +88189,10 @@
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@@ -86211,6 +88232,10 @@
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@@ -86239,6 +88264,10 @@
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"methods": {
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@@ -86299,6 +88328,10 @@
]
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],
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@@ -86422,6 +88455,10 @@
[]
]
],
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@@ -86461,6 +88498,10 @@
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@@ -86484,6 +88525,10 @@
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],
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@@ -86589,6 +88634,10 @@
]
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@@ -86652,6 +88701,10 @@
[]
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"methods": {
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@@ -86691,6 +88744,10 @@
]
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@@ -86711,6 +88768,10 @@
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"1args": [
@@ -86777,6 +88838,10 @@
[]
]
],
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"1args": [],
@@ -86816,6 +88881,10 @@
]
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"1args": [],
@@ -86842,6 +88911,10 @@
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@@ -86878,6 +88951,10 @@
]
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"1args": [
@@ -86947,6 +89024,10 @@
[]
]
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@@ -86986,6 +89067,10 @@
]
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"methods": {
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"1args": [],
@@ -87001,18 +89086,23 @@
{
"filters": [
[
+ [],
[
"IsFFE"
],
[]
]
],
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+ "line": 674
+ },
"methods": {
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"1args": [],
"2args": [
{
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+ "comment": "RootFFE: for modulus rep",
"filters": [
[
"IsFFE",
@@ -87027,7 +89117,7 @@
"rank": 37
},
{
- "comment": "RootFFE: use LogFFE",
+ "comment": "RootFFE: without field",
"filters": [
[
"IsFFE"
@@ -87040,7 +89130,86 @@
"rank": 34
}
],
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+ "3args": [
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+ "IsLeftActedOnByRing",
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+ [
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+ "filters": [
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+ "IsPosRat"
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+ [
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+ "IsZmodnZObj",
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+ "IsPosRat"
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+ },
+ {
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+ "filters": [
+ [
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+ "IsPosRat"
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+ [
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+ [
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"5args": [],
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@@ -87057,6 +89226,10 @@
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@@ -87112,6 +89285,10 @@
[]
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@@ -87168,6 +89345,10 @@
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@@ -87191,6 +89372,10 @@
]
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@@ -87250,6 +89435,10 @@
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@@ -87307,6 +89496,10 @@
[]
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@@ -87361,6 +89554,10 @@
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@@ -87379,6 +89576,10 @@
[]
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@@ -87420,6 +89621,10 @@
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@@ -87457,6 +89662,10 @@
[]
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@@ -87482,6 +89691,10 @@
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@@ -87540,6 +89753,10 @@
[]
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@@ -87579,6 +89796,10 @@
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@@ -87618,6 +89839,10 @@
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@@ -87681,6 +89906,10 @@
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@@ -87731,6 +89960,10 @@
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@@ -87780,6 +90013,10 @@
[]
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@@ -87826,6 +90063,10 @@
[]
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@@ -87874,6 +90115,10 @@
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@@ -87927,6 +90172,10 @@
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@@ -87995,6 +90244,10 @@
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@@ -88043,6 +90296,10 @@
[]
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+ "line": 103
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88134,7 +90391,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": ".: generators of a whole SC ring",
@@ -88190,7 +90447,7 @@
"IsPosRat"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": ".: for an inverse semigroup with generators and pos int",
@@ -88205,32 +90462,32 @@
"IsPosRat"
]
],
- "rank": 39
+ "rank": 41
},
{
- "comment": ".: for class names of a nearly character table",
+ "comment": ".: for a monoid with generators and pos int",
"filters": [
[
- "IsNearlyCharacterTable"
+ "IsMagmaWithOne",
+ "Tester(GeneratorsOfMagmaWithOne)",
+ "IsAssociative",
+ "Tester(IsAssociative)"
],
[
- "IsInt"
+ "IsInt",
+ "IsPosRat"
]
],
- "rank": 38
+ "rank": 40
},
{
- "comment": ".: for a monoid with generators and pos int",
+ "comment": ".: for class names of a nearly character table",
"filters": [
[
- "IsMagmaWithOne",
- "Tester(GeneratorsOfMagmaWithOne)",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsNearlyCharacterTable"
],
[
- "IsInt",
- "IsPosRat"
+ "IsInt"
]
],
"rank": 38
@@ -88253,37 +90510,37 @@
"rank": 37
},
{
- "comment": ".: generators of a free magma containing the whole family",
+ "comment": ".: for a semigroup with generators and pos int",
"filters": [
[
- "IsWholeFamily",
- "Tester(IsWholeFamily)",
"IsMagma",
"Tester(GeneratorsOfMagma)",
- "CategoryCollections(IsWord)"
+ "IsAssociative",
+ "Tester(IsAssociative)"
],
[
"IsInt",
"IsPosRat"
]
],
- "rank": 34
+ "rank": 35
},
{
- "comment": ".: for a semigroup with generators and pos int",
+ "comment": ".: generators of a free magma containing the whole family",
"filters": [
[
+ "IsWholeFamily",
+ "Tester(IsWholeFamily)",
"IsMagma",
"Tester(GeneratorsOfMagma)",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "CategoryCollections(IsWord)"
],
[
"IsInt",
"IsPosRat"
]
],
- "rank": 33
+ "rank": 34
},
{
"comment": ".: for a presentation in default representation",
@@ -88333,6 +90590,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 110
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88376,6 +90637,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 117
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88421,6 +90686,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 124
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88465,6 +90734,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 154
+ },
"methods": {
"0args": [],
"1args": [
@@ -88507,6 +90780,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 154
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88546,6 +90823,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/record.g",
+ "line": 154
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88571,6 +90852,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ffe.g",
+ "line": 179
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88623,6 +90908,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ffe.g",
+ "line": 191
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88675,6 +90964,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ffe.g",
+ "line": 203
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88725,6 +91018,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ffe.g",
+ "line": 215
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88775,6 +91072,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ffe.g",
+ "line": 236
+ },
"methods": {
"0args": [],
"1args": [
@@ -88831,6 +91132,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/list.g",
+ "line": 86
+ },
"methods": {
"0args": [],
"1args": [
@@ -88884,6 +91189,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/list.g",
+ "line": 86
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88923,6 +91232,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/list.g",
+ "line": 86
+ },
"methods": {
"0args": [],
"1args": [],
@@ -88943,6 +91256,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [
@@ -88985,6 +91302,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89024,6 +91345,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89076,6 +91401,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 167
+ },
"methods": {
"0args": [],
"1args": [
@@ -89248,6 +91577,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 167
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89287,6 +91620,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 167
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89339,6 +91676,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [
@@ -89532,6 +91873,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89571,6 +91916,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89623,6 +91972,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 242
+ },
"methods": {
"0args": [],
"1args": [
@@ -89703,7 +92056,7 @@
"rank": 15
},
{
- "comment": "NrMovedPoints: for a transformation coll",
+ "comment": "NrMovedPoints: for a transformation collection",
"filters": [
[
"CategoryCollections(IsTransformation)"
@@ -89795,6 +92148,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 242
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89834,6 +92191,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 242
+ },
"methods": {
"0args": [],
"1args": [],
@@ -89886,6 +92247,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [
@@ -89966,7 +92331,7 @@
"rank": 15
},
{
- "comment": "MovedPoints: for a transformation coll",
+ "comment": "MovedPoints: for a transformation collection",
"filters": [
[
"CategoryCollections(IsTransformation)"
@@ -90058,6 +92423,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90097,6 +92466,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90117,6 +92490,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 294
+ },
"methods": {
"0args": [],
"1args": [
@@ -90179,6 +92556,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 294
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90218,6 +92599,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 294
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90238,6 +92623,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [
@@ -90309,6 +92698,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90348,6 +92741,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90371,6 +92768,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 521
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90421,6 +92822,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 522
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90471,6 +92876,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/permutat.g",
+ "line": 742
+ },
"methods": {
"0args": [],
"1args": [],
@@ -90570,6 +92979,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 53
+ },
"methods": {
"0args": [],
"1args": [],
@@ -91266,6 +93679,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 95
+ },
"methods": {
"0args": [],
"1args": [],
@@ -91676,6 +94093,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 122
+ },
"methods": {
"0args": [],
"1args": [],
@@ -91929,6 +94350,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [],
@@ -91991,6 +94416,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [],
@@ -92063,6 +94492,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 225
+ },
"methods": {
"0args": [],
"1args": [],
@@ -92198,6 +94631,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 254
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"methods": {
"0args": [],
"1args": [],
@@ -92368,6 +94805,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 289
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"methods": {
"0args": [],
"1args": [],
@@ -92591,6 +95032,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 327
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"methods": {
"0args": [],
"1args": [],
@@ -92749,6 +95194,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 344
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"methods": {
"0args": [],
"1args": [],
@@ -92892,6 +95341,10 @@
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]
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+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 370
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"methods": {
"0args": [],
"1args": [],
@@ -92941,6 +95394,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 405
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93028,6 +95485,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 431
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93080,6 +95541,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 452
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93184,6 +95649,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 473
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93307,6 +95776,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 496
+ },
"methods": {
"0args": [],
"1args": [
@@ -93397,6 +95870,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 515
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93494,6 +95971,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 545
+ },
"methods": {
"0args": [],
"1args": [
@@ -93537,6 +96018,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 565
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93611,6 +96096,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 589
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93653,6 +96142,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 616
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93734,6 +96227,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 654
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93821,6 +96318,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 657
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93899,6 +96400,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 680
+ },
"methods": {
"0args": [],
"1args": [],
@@ -93971,6 +96476,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/listcoef.gd",
+ "line": 698
+ },
"methods": {
"0args": [],
"1args": [],
@@ -94011,6 +96520,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/info.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [
@@ -94044,6 +96557,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/info.gd",
+ "line": 95
+ },
"methods": {
"0args": [],
"1args": [],
@@ -94092,6 +96609,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/info.gd",
+ "line": 108
+ },
"methods": {
"0args": [],
"1args": [
@@ -94123,6 +96644,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/files.gd",
+ "line": 73
+ },
"methods": {
"0args": [],
"1args": [
@@ -94164,6 +96689,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/files.gd",
+ "line": 192
+ },
"methods": {
"0args": [],
"1args": [],
@@ -94220,6 +96749,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/files.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -94265,6 +96798,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/files.gd",
+ "line": 244
+ },
"methods": {
"0args": [],
"1args": [
@@ -94304,6 +96841,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/files.gd",
+ "line": 284
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"methods": {
"0args": [],
"1args": [
@@ -94343,6 +96884,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/streams.gd",
+ "line": 250
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"methods": {
"0args": [],
"1args": [
@@ -94404,6 +96949,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/streams.gd",
+ "line": 277
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"methods": {
"0args": [],
"1args": [
@@ -94463,6 +97012,10 @@
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]
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"methods": {
"0args": [],
"1args": [
@@ -94598,6 +97151,10 @@
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+ "file": "/home/makx/ac/gap/lib/streams.gd",
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"methods": {
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"1args": [
@@ -94659,6 +97216,10 @@
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]
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+ "location": {
+ "file": "/home/makx/ac/gap/lib/streams.gd",
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"1args": [
@@ -94735,6 +97296,10 @@
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"1args": [
@@ -94854,6 +97419,10 @@
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"1args": [
@@ -94907,6 +97476,10 @@
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"methods": {
"0args": [],
"1args": [],
@@ -94970,6 +97543,10 @@
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"0args": [],
"1args": [],
@@ -95058,6 +97635,10 @@
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"methods": {
"0args": [],
"1args": [],
@@ -95134,6 +97715,10 @@
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+ "file": "/home/makx/ac/gap/lib/streams.gd",
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"1args": [],
@@ -95167,6 +97752,10 @@
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"0args": [],
"1args": [
@@ -95238,6 +97827,10 @@
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"0args": [],
"1args": [
@@ -95268,6 +97861,10 @@
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]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 776
+ },
"methods": {
"0args": [],
"1args": [],
@@ -107773,6 +111462,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 799
+ },
"methods": {
"0args": [],
"1args": [],
@@ -107805,37 +111498,6 @@
],
"rank": 10019
},
- {
- "comment": "ImagesSet: constituent homomorphism",
- "filters": [
- [
- "IsConstituentHomomorphism"
- ],
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "Tester(StabChainMutable)"
- ]
- ],
- "rank": 79
- },
- {
- "comment": "ImagesSet: for blocks homomorphism and perm. group",
- "filters": [
- [
- "IsBlocksHomomorphism"
- ],
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 78
- },
{
"comment": "ImagesSet: for ANF automorphism and field",
"filters": [
@@ -107874,7 +111536,7 @@
"IsEuclideanRing"
]
],
- "rank": 78
+ "rank": 80
},
{
"comment": "ImagesSet: for Frobenius automorphism and field contained in the source",
@@ -107912,6 +111574,37 @@
"IsEuclideanRing"
]
],
+ "rank": 80
+ },
+ {
+ "comment": "ImagesSet: constituent homomorphism",
+ "filters": [
+ [
+ "IsConstituentHomomorphism"
+ ],
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(StabChainMutable)"
+ ]
+ ],
+ "rank": 79
+ },
+ {
+ "comment": "ImagesSet: for blocks homomorphism and perm. group",
+ "filters": [
+ [
+ "IsBlocksHomomorphism"
+ ],
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
"rank": 78
},
{
@@ -107951,7 +111644,7 @@
"IsEuclideanRing"
]
],
- "rank": 75
+ "rank": 77
},
{
"comment": "ImagesSet: for conjugator isomorphism, and group",
@@ -107966,7 +111659,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "ImagesSet: method for algebra-with-one hom. and FLMLOR-with-one",
@@ -108003,6 +111696,31 @@
],
"rank": 56
},
+ {
+ "comment": "ImagesSet: method for injective s.p. mapping respecting mult. & inv., and group",
+ "filters": [
+ [
+ "IsGeneralMapping",
+ "IsSPGeneralMapping",
+ "IsTotal",
+ "Tester(IsTotal)",
+ "IsSingleValued",
+ "Tester(IsSingleValued)",
+ "IsInjective",
+ "Tester(IsInjective)",
+ "RespectsMultiplication",
+ "Tester(RespectsMultiplication)",
+ "RespectsInverses",
+ "Tester(RespectsInverses)"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 54
+ },
{
"comment": "ImagesSet: for polring g.m.b.i., and ring",
"filters": [
@@ -108056,31 +111774,6 @@
],
"rank": 52
},
- {
- "comment": "ImagesSet: method for injective s.p. mapping respecting mult. & inv., and group",
- "filters": [
- [
- "IsGeneralMapping",
- "IsSPGeneralMapping",
- "IsTotal",
- "Tester(IsTotal)",
- "IsSingleValued",
- "Tester(IsSingleValued)",
- "IsInjective",
- "Tester(IsInjective)",
- "RespectsMultiplication",
- "Tester(RespectsMultiplication)",
- "RespectsInverses",
- "Tester(RespectsInverses)"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 52
- },
{
"comment": "ImagesSet: method for s.p. general mapping respecting mult. & inv., and group",
"filters": [
@@ -108097,7 +111790,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "ImagesSet: method for linear mapping and left module",
@@ -108230,6 +111923,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 822
+ },
"methods": {
"0args": [],
"1args": [],
@@ -108361,6 +112058,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 949
+ },
"methods": {
"0args": [],
"1args": [],
@@ -108594,6 +112295,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 973
+ },
"methods": {
"0args": [],
"1args": [],
@@ -108701,6 +112406,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 999
+ },
"methods": {
"0args": [],
"1args": [],
@@ -109306,6 +113015,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1021
+ },
"methods": {
"0args": [],
"1args": [],
@@ -109352,37 +113065,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 89
- },
- {
- "comment": "PreImagesSet",
- "filters": [
- [
- "IsBlocksHomomorphism"
- ],
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 78
- },
- {
- "comment": "PreImagesSet: constituent homomorphism",
- "filters": [
- [
- "IsConstituentHomomorphism"
- ],
- [
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 78
+ "rank": 91
},
{
"comment": "PreImagesSet: for ANF automorphism and scalar",
@@ -109422,6 +113105,36 @@
"IsEuclideanRing"
]
],
+ "rank": 80
+ },
+ {
+ "comment": "PreImagesSet",
+ "filters": [
+ [
+ "IsBlocksHomomorphism"
+ ],
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 78
+ },
+ {
+ "comment": "PreImagesSet: constituent homomorphism",
+ "filters": [
+ [
+ "IsConstituentHomomorphism"
+ ],
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
"rank": 78
},
{
@@ -109461,7 +113174,7 @@
"IsEuclideanRing"
]
],
- "rank": 75
+ "rank": 77
},
{
"comment": "PreImagesSet: map from (sub)group of fp group",
@@ -109480,7 +113193,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 61
+ "rank": 63
},
{
"comment": "PreImagesSet: for conjugator isomorphism, and group",
@@ -109495,7 +113208,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "PreImagesSet: method for algebra-with-one hom. and FLMLOR-with-one",
@@ -109532,38 +113245,6 @@
],
"rank": 56
},
- {
- "comment": "PreImagesSet: method for algebra hom. and FLMLOR",
- "filters": [
- [
- "IsSPGeneralMapping",
- "RespectsMultiplication",
- "Tester(RespectsMultiplication)",
- "RespectsAddition",
- "Tester(RespectsAddition)",
- "RespectsAdditiveInverses",
- "Tester(RespectsAdditiveInverses)",
- "RespectsScalarMultiplication",
- "Tester(RespectsScalarMultiplication)"
- ],
- [
- "IsExtLSet",
- "IsAssociativeLOpDProd",
- "IsDistributiveLOpDSum",
- "IsMagma",
- "IsNearAdditiveMagma",
- "IsNearAdditiveGroup",
- "IsAdditivelyCommutative",
- "Tester(IsAdditivelyCommutative)",
- "IsLDistributive",
- "Tester(IsLDistributive)",
- "IsRDistributive",
- "Tester(IsRDistributive)",
- "IsFreeLeftModule"
- ]
- ],
- "rank": 52
- },
{
"comment": "PreImagesSet: method for injective s.p. mapping respecting mult. & inv., and group",
"filters": [
@@ -109587,7 +113268,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "PreImagesSet: method for permgroup homs",
@@ -109606,7 +113287,39 @@
"Tester(IsAssociative)"
]
],
- "rank": 51
+ "rank": 53
+ },
+ {
+ "comment": "PreImagesSet: method for algebra hom. and FLMLOR",
+ "filters": [
+ [
+ "IsSPGeneralMapping",
+ "RespectsMultiplication",
+ "Tester(RespectsMultiplication)",
+ "RespectsAddition",
+ "Tester(RespectsAddition)",
+ "RespectsAdditiveInverses",
+ "Tester(RespectsAdditiveInverses)",
+ "RespectsScalarMultiplication",
+ "Tester(RespectsScalarMultiplication)"
+ ],
+ [
+ "IsExtLSet",
+ "IsAssociativeLOpDProd",
+ "IsDistributiveLOpDSum",
+ "IsMagma",
+ "IsNearAdditiveMagma",
+ "IsNearAdditiveGroup",
+ "IsAdditivelyCommutative",
+ "Tester(IsAdditivelyCommutative)",
+ "IsLDistributive",
+ "Tester(IsLDistributive)",
+ "IsRDistributive",
+ "Tester(IsRDistributive)",
+ "IsFreeLeftModule"
+ ]
+ ],
+ "rank": 52
},
{
"comment": "PreImagesSet: method for s.p. general mapping respecting mult. & inv., and group",
@@ -109624,7 +113337,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "PreImagesSet: method for linear mapping and left module",
@@ -109755,6 +113468,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1157
+ },
"methods": {
"0args": [],
"1args": [],
@@ -110401,6 +114118,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1255
+ },
"methods": {
"0args": [],
"1args": [],
@@ -110441,6 +114162,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1275
+ },
"methods": {
"0args": [],
"1args": [],
@@ -110461,7 +114186,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 10046
+ "rank": 10048
},
{
"comment": "RestrictedMapping: for mapping that is already restricted",
@@ -110489,7 +114214,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "RestrictedMapping: injective case: use GeneralRestrictedMapping",
@@ -110513,7 +114238,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "RestrictedMapping: create new GHBI",
@@ -110535,7 +114260,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "RestrictedMapping: use GeneralRestrictedMapping",
@@ -110569,10 +114294,29 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1327
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
+ {
+ "comment": "Embedding: LAGUNA: from group to pc-presented normalized unit group of group ring",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsNormalizedUnitGroupOfGroupRing",
+ "Tester(IsNormalizedUnitGroupOfGroupRing)"
+ ]
+ ],
+ "rank": 79
+ },
{
"comment": "Embedding: generic method for perm semidirect products",
"filters": [
@@ -110624,21 +114368,6 @@
],
"rank": 78
},
- {
- "comment": "Embedding: LAGUNA: from group to pc-presented normalized unit group of group ring",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- [
- "IsNormalizedUnitGroupOfGroupRing",
- "Tester(IsNormalizedUnitGroupOfGroupRing)"
- ]
- ],
- "rank": 75
- },
{
"comment": "Embedding: pcp wreath product",
"filters": [
@@ -110654,7 +114383,7 @@
"IsPosRat"
]
],
- "rank": 68
+ "rank": 70
},
{
"comment": "Embedding",
@@ -110671,7 +114400,7 @@
"IsPosRat"
]
],
- "rank": 68
+ "rank": 70
},
{
"comment": "Embedding: of semidirect pc group and integer",
@@ -110724,7 +114453,7 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
"comment": "Embedding: matrix direct product",
@@ -110743,7 +114472,7 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
"comment": "Embedding: for ring and magma ring",
@@ -110810,7 +114539,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Embedding: vectorspace semidirect products",
@@ -110826,7 +114555,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Embedding: of semidirect product and integer",
@@ -110842,7 +114571,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Embedding: group direct product and integer",
@@ -110858,7 +114587,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Embedding: for magma and magma ring",
@@ -110904,6 +114633,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1360
+ },
"methods": {
"0args": [],
"1args": [
@@ -110959,7 +114692,7 @@
"Tester(WreathProductInfo)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "Projection: generic wreath product",
@@ -110984,7 +114717,7 @@
"Tester(SemidirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
}
],
"2args": [
@@ -111037,7 +114770,7 @@
"IsPosRat"
]
],
- "rank": 68
+ "rank": 70
},
{
"comment": "Projection: of pc group and integer",
@@ -111073,7 +114806,7 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
"comment": "Projection: pc subdirect product",
@@ -111089,7 +114822,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "Projection: group direct product and integer",
@@ -111105,7 +114838,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
}
],
"3args": [],
@@ -111124,6 +114857,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1478
+ },
"methods": {
"0args": [],
"1args": [
@@ -111202,6 +114939,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1478
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111241,6 +114982,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapping.gd",
+ "line": 1478
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111261,6 +115006,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 60
+ },
"methods": {
"0args": [],
"1args": [
@@ -111304,6 +115053,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 60
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111343,6 +115096,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 60
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111363,6 +115120,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 89
+ },
"methods": {
"0args": [],
"1args": [
@@ -111406,6 +115167,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 89
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111445,6 +115210,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 89
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111465,6 +115234,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 119
+ },
"methods": {
"0args": [],
"1args": [
@@ -111508,6 +115281,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 119
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111547,6 +115324,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 119
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111567,6 +115348,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 180
+ },
"methods": {
"0args": [],
"1args": [
@@ -111848,6 +115633,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 180
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111887,6 +115676,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 180
+ },
"methods": {
"0args": [],
"1args": [],
@@ -111907,6 +115700,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 204
+ },
"methods": {
"0args": [],
"1args": [
@@ -112090,6 +115887,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 204
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112129,6 +115930,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 204
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112149,6 +115954,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 240
+ },
"methods": {
"0args": [],
"1args": [
@@ -112192,6 +116001,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 240
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112231,6 +116044,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 240
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112251,6 +116068,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [
@@ -112294,6 +116115,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112333,6 +116158,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112353,6 +116182,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 301
+ },
"methods": {
"0args": [],
"1args": [
@@ -112396,6 +116229,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 301
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112435,6 +116272,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 301
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112455,6 +116296,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 358
+ },
"methods": {
"0args": [],
"1args": [
@@ -112647,6 +116492,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 358
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112686,6 +116535,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/mapphomo.gd",
+ "line": 358
+ },
"methods": {
"0args": [],
"1args": [],
@@ -112706,6 +116559,10 @@
]
]
],
+ "location": {
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[]
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]
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@@ -114421,6 +118458,10 @@
]
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@@ -114484,6 +118525,10 @@
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@@ -114524,6 +118569,10 @@
]
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@@ -114885,6 +118966,10 @@
]
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@@ -114906,6 +118991,10 @@
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@@ -114949,6 +119038,10 @@
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@@ -114992,6 +119085,10 @@
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@@ -115035,6 +119132,10 @@
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@@ -115067,6 +119168,10 @@
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@@ -115109,6 +119214,10 @@
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@@ -115149,6 +119258,10 @@
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@@ -115170,6 +119283,10 @@
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@@ -115210,6 +119327,10 @@
[]
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@@ -115250,6 +119371,10 @@
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@@ -115271,6 +119396,10 @@
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@@ -115303,6 +119432,10 @@
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@@ -115391,6 +119524,10 @@
[]
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@@ -115431,6 +119568,10 @@
]
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@@ -115452,6 +119593,10 @@
]
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@@ -115502,6 +119647,10 @@
[]
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@@ -115542,6 +119691,10 @@
]
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@@ -115567,6 +119720,10 @@
]
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@@ -115607,6 +119764,10 @@
]
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@@ -115642,6 +119803,10 @@
]
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@@ -115674,6 +119839,10 @@
[]
]
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@@ -115713,6 +119882,10 @@
]
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@@ -115734,6 +119907,10 @@
]
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@@ -115842,6 +120019,18 @@
]
],
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+ [
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@@ -115862,6 +120051,10 @@
[]
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@@ -115902,6 +120095,10 @@
]
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@@ -115924,6 +120121,10 @@
[]
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@@ -115988,6 +120189,10 @@
[]
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@@ -116062,6 +120267,10 @@
]
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@@ -116105,6 +120314,10 @@
]
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@@ -116148,6 +120361,10 @@
]
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@@ -116195,6 +120412,10 @@
]
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@@ -116245,6 +120466,10 @@
[]
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@@ -116284,6 +120509,10 @@
]
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@@ -116308,6 +120537,10 @@
]
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@@ -116342,6 +120575,10 @@
]
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@@ -116379,7 +120616,7 @@
"Tester(IsAssociative)"
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],
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},
{
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@@ -116390,7 +120627,7 @@
"Tester(GeneratorsOfInverseSemigroup)"
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],
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},
{
"comment": "GeneratorsOfMagma: for a magma-with-inv. with gens., all elms. of finite order",
@@ -116415,34 +120652,34 @@
"rank": 18
},
{
- "comment": "GeneratorsOfMagma: for a magma-with-inverses with known generators",
+ "comment": "GeneratorsOfMagma: for a Rees 0-matrix semigroup",
"filters": [
[
- "IsMagmaWithInverses",
- "Tester(GeneratorsOfMagmaWithInverses)"
+ "IsReesZeroMatrixSemigroup",
+ "Tester(IsReesZeroMatrixSemigroup)"
]
],
"rank": 17
},
{
- "comment": "GeneratorsOfMagma: for a Rees 0-matrix semigroup",
+ "comment": "GeneratorsOfMagma: for a Rees matrix semigroup",
"filters": [
[
- "IsReesZeroMatrixSemigroup",
- "Tester(IsReesZeroMatrixSemigroup)"
+ "IsReesMatrixSemigroup",
+ "Tester(IsReesMatrixSemigroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
- "comment": "GeneratorsOfMagma: for a Rees matrix semigroup",
+ "comment": "GeneratorsOfMagma: for a magma-with-inverses with known generators",
"filters": [
[
- "IsReesMatrixSemigroup",
- "Tester(IsReesMatrixSemigroup)"
+ "IsMagmaWithInverses",
+ "Tester(GeneratorsOfMagmaWithInverses)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "GeneratorsOfMagma: for a magma-with-one with known generators",
@@ -116482,6 +120719,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116521,6 +120762,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116541,6 +120786,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 423
+ },
"methods": {
"0args": [],
"1args": [
@@ -116617,6 +120866,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 423
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116656,6 +120909,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 423
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116676,6 +120933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 443
+ },
"methods": {
"0args": [],
"1args": [
@@ -116700,7 +120961,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 367
+ "rank": 369
},
{
"comment": "GeneratorsOfMagmaWithInverses: for a subgroup of a free group having a FreeGroupAutomaton",
@@ -116728,7 +120989,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "GeneratorsOfMagmaWithInverses: subgroup fp, via augmented coset table",
@@ -116737,7 +120998,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "GeneratorsOfMagmaWithInverses: Schreier generators",
@@ -116749,7 +121010,7 @@
"Tester(ElementTestFunction)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "GeneratorsOfMagmaWithInverses: for a magma-with-inverses with known magma-with-one gen.s (take them)",
@@ -116790,6 +121051,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 443
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116829,6 +121094,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 443
+ },
"methods": {
"0args": [],
"1args": [],
@@ -116849,6 +121118,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 460
+ },
"methods": {
"0args": [],
"1args": [
@@ -116993,6 +121266,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 460
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117032,6 +121309,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 460
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117052,6 +121333,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 478
+ },
"methods": {
"0args": [],
"1args": [
@@ -117093,6 +121378,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 478
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117132,6 +121421,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 478
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117152,6 +121445,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 505
+ },
"methods": {
"0args": [],
"1args": [
@@ -117235,6 +121532,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 505
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117274,6 +121575,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 505
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117299,6 +121604,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 542
+ },
"methods": {
"0args": [],
"1args": [
@@ -117322,7 +121631,20 @@
"IsSubgroupFpGroup"
]
],
- "rank": 46
+ "rank": 48
+ },
+ {
+ "comment": "IsCommutative: for a free group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "Tester(IsFinitelyGeneratedGroup)",
+ "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
+ ]
+ ],
+ "rank": 45
},
{
"comment": "IsCommutative: for an associative FLMLOR-with-one",
@@ -117346,7 +121668,7 @@
"IsFreeLeftModule"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "IsCommutative: for finitely presented groups",
@@ -117356,7 +121678,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "IsCommutative: for an associative FLMLOR",
@@ -117379,16 +121701,7 @@
"IsFreeLeftModule"
]
],
- "rank": 36
- },
- {
- "comment": "IsCommutative: for a free magma ring",
- "filters": [
- [
- "IsFreeMagmaRing"
- ]
- ],
- "rank": 36
+ "rank": 38
},
{
"comment": "IsCommutative: for direct products",
@@ -117400,28 +121713,16 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
- "comment": "IsCommutative: generic method for a finite dimensional FLMLOR",
+ "comment": "IsCommutative: for a free magma ring",
"filters": [
[
- "IsExtLSet",
- "IsAssociativeLOpDProd",
- "IsDistributiveLOpDSum",
- "IsMagma",
- "IsNearAdditiveMagma",
- "IsNearAdditiveGroup",
- "IsAdditivelyCommutative",
- "Tester(IsAdditivelyCommutative)",
- "IsLDistributive",
- "Tester(IsLDistributive)",
- "IsRDistributive",
- "Tester(IsRDistributive)",
- "IsFreeLeftModule"
+ "IsFreeMagmaRing"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "IsCommutative: for an associative ring-with-one",
@@ -117441,7 +121742,7 @@
"Tester(IsRDistributive)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsCommutative: generic method for groups",
@@ -117452,7 +121753,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsCommutative",
@@ -117464,7 +121765,28 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
+ },
+ {
+ "comment": "IsCommutative: generic method for a finite dimensional FLMLOR",
+ "filters": [
+ [
+ "IsExtLSet",
+ "IsAssociativeLOpDProd",
+ "IsDistributiveLOpDSum",
+ "IsMagma",
+ "IsNearAdditiveMagma",
+ "IsNearAdditiveGroup",
+ "IsAdditivelyCommutative",
+ "Tester(IsAdditivelyCommutative)",
+ "IsLDistributive",
+ "Tester(IsLDistributive)",
+ "IsRDistributive",
+ "Tester(IsRDistributive)",
+ "IsFreeLeftModule"
+ ]
+ ],
+ "rank": 34
},
{
"comment": "IsCommutative: for an associative magma with inverses",
@@ -117475,14 +121797,15 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
- "comment": "IsCommutative",
+ "comment": "IsCommutative: for an associative ring",
"filters": [
[
- "Tester(Characteristic)",
"IsMagma",
+ "IsAssociative",
+ "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -117490,20 +121813,17 @@
"IsLDistributive",
"Tester(IsLDistributive)",
"IsRDistributive",
- "Tester(IsRDistributive)",
- "IsAnticommutative",
- "Tester(IsAnticommutative)"
+ "Tester(IsRDistributive)"
]
],
- "rank": 29
+ "rank": 30
},
{
- "comment": "IsCommutative: for an associative ring",
+ "comment": "IsCommutative",
"filters": [
[
+ "Tester(Characteristic)",
"IsMagma",
- "IsAssociative",
- "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -117511,10 +121831,12 @@
"IsLDistributive",
"Tester(IsLDistributive)",
"IsRDistributive",
- "Tester(IsRDistributive)"
+ "Tester(IsRDistributive)",
+ "IsAnticommutative",
+ "Tester(IsAnticommutative)"
]
],
- "rank": 28
+ "rank": 29
},
{
"comment": "IsCommutative: for an ordinary character table",
@@ -117534,7 +121856,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 18
+ "rank": 20
},
{
"comment": "IsCommutative",
@@ -117546,7 +121868,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 18
+ "rank": 20
},
{
"comment": "IsCommutative: for an associative magma with one",
@@ -117557,7 +121879,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 17
+ "rank": 19
},
{
"comment": "IsCommutative",
@@ -117569,7 +121891,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "IsCommutative: for an associative magma",
@@ -117580,7 +121902,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsCommutative: for a magma",
@@ -117612,6 +121934,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 542
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117651,6 +121977,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 542
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117671,6 +122001,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 581
+ },
"methods": {
"0args": [],
"1args": [
@@ -117745,6 +122079,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 581
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117796,6 +122134,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 581
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117816,6 +122158,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 617
+ },
"methods": {
"0args": [],
"1args": [
@@ -117840,7 +122186,7 @@
"Tester(IsCommutative)"
]
],
- "rank": 10015
+ "rank": 10017
},
{
"comment": "Centre: for a permutation group",
@@ -117866,7 +122212,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "Centre: for pcp groups",
@@ -117878,7 +122224,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "Centre: for a group ring",
@@ -117920,7 +122266,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "Centre: generic method for a magma",
@@ -117950,6 +122296,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 617
+ },
"methods": {
"0args": [],
"1args": [],
@@ -117989,6 +122339,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 617
+ },
"methods": {
"0args": [],
"1args": [],
@@ -118009,6 +122363,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 636
+ },
"methods": {
"0args": [],
"1args": [
@@ -118050,6 +122408,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 636
+ },
"methods": {
"0args": [],
"1args": [],
@@ -118089,6 +122451,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 636
+ },
"methods": {
"0args": [],
"1args": [],
@@ -118110,6 +122476,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 655
+ },
"methods": {
"0args": [],
"1args": [],
@@ -118154,7 +122524,7 @@
"IsFreeLeftModule"
]
],
- "rank": 82
+ "rank": 86
},
{
"comment": "IsCentral: for two associative FLMLORs",
@@ -118194,43 +122564,7 @@
"IsFreeLeftModule"
]
],
- "rank": 72
- },
- {
- "comment": "IsCentral: for two FLMLORs",
- "filters": [
- [
- "IsExtLSet",
- "IsAssociativeLOpDProd",
- "IsDistributiveLOpDSum",
- "IsMagma",
- "IsNearAdditiveMagma",
- "IsNearAdditiveGroup",
- "IsAdditivelyCommutative",
- "Tester(IsAdditivelyCommutative)",
- "IsLDistributive",
- "Tester(IsLDistributive)",
- "IsRDistributive",
- "Tester(IsRDistributive)",
- "IsFreeLeftModule"
- ],
- [
- "IsExtLSet",
- "IsAssociativeLOpDProd",
- "IsDistributiveLOpDSum",
- "IsMagma",
- "IsNearAdditiveMagma",
- "IsNearAdditiveGroup",
- "IsAdditivelyCommutative",
- "Tester(IsAdditivelyCommutative)",
- "IsLDistributive",
- "Tester(IsLDistributive)",
- "IsRDistributive",
- "Tester(IsRDistributive)",
- "IsFreeLeftModule"
- ]
- ],
- "rank": 68
+ "rank": 76
},
{
"comment": "IsCentral: for two associative rings-with-one",
@@ -118264,7 +122598,7 @@
"Tester(IsRDistributive)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "IsCentral: generic method for two groups",
@@ -118280,7 +122614,43 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
+ },
+ {
+ "comment": "IsCentral: for two FLMLORs",
+ "filters": [
+ [
+ "IsExtLSet",
+ "IsAssociativeLOpDProd",
+ "IsDistributiveLOpDSum",
+ "IsMagma",
+ "IsNearAdditiveMagma",
+ "IsNearAdditiveGroup",
+ "IsAdditivelyCommutative",
+ "Tester(IsAdditivelyCommutative)",
+ "IsLDistributive",
+ "Tester(IsLDistributive)",
+ "IsRDistributive",
+ "Tester(IsRDistributive)",
+ "IsFreeLeftModule"
+ ],
+ [
+ "IsExtLSet",
+ "IsAssociativeLOpDProd",
+ "IsDistributiveLOpDSum",
+ "IsMagma",
+ "IsNearAdditiveMagma",
+ "IsNearAdditiveGroup",
+ "IsAdditivelyCommutative",
+ "Tester(IsAdditivelyCommutative)",
+ "IsLDistributive",
+ "Tester(IsLDistributive)",
+ "IsRDistributive",
+ "Tester(IsRDistributive)",
+ "IsFreeLeftModule"
+ ]
+ ],
+ "rank": 68
},
{
"comment": "IsCentral: for two associative rings",
@@ -118312,7 +122682,7 @@
"Tester(IsRDistributive)"
]
],
- "rank": 56
+ "rank": 60
},
{
"comment": "IsCentral: for two magmas-with-inverses",
@@ -118368,6 +122738,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/magma.gd",
+ "line": 705
+ },
"methods": {
"0args": [],
"1args": [
@@ -118439,7 +122813,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 858
+ "rank": 866
},
{
"comment": "CentralizerOp: handled by nice monomorphism: Subgroup CollColl",
@@ -118459,7 +122833,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "CentralizerOp: TF method:elm",
@@ -118476,7 +122850,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 434
+ "rank": 438
},
{
"comment": "CentralizerOp: handled by nice monomorphism: subgroup CollElm",
@@ -118490,7 +122864,7 @@
],
[]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "CentralizerOp: for full (associative) matrix FLMLOR, and FLMLOR",
@@ -118538,7 +122912,7 @@
"IsFreeLeftModule"
]
],
- "rank": 121
+ "rank": 123
},
{
"comment": "CentralizerOp: perm group, perm group",
@@ -118570,7 +122944,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CentralizerOp: two AffineCrystGroupsOnRight",
@@ -118584,7 +122958,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CentralizerOp: for a pcp group",
@@ -118604,7 +122978,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 102
+ "rank": 106
},
{
"comment": "CentralizerOp",
@@ -118625,7 +122999,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 100
+ "rank": 104
},
{
"comment": "CentralizerOp: for full (associative) matrix FLMLOR, and left module",
@@ -118667,7 +123041,25 @@
"Tester(IsAdditivelyCommutative)"
]
],
- "rank": 99
+ "rank": 101
+ },
+ {
+ "comment": "CentralizerOp: for a pcp group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsPcpElement)"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(IsPcpElement)"
+ ]
+ ],
+ "rank": 100
},
{
"comment": "CentralizerOp: for associative Gaussian matrix FLMLOR-with-one, and FLMLOR",
@@ -118713,7 +123105,7 @@
"IsFreeLeftModule"
]
],
- "rank": 98
+ "rank": 100
},
{
"comment": "CentralizerOp: for a subgroup of a free group",
@@ -118733,24 +123125,6 @@
],
"rank": 96
},
- {
- "comment": "CentralizerOp: for a pcp group",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
- ],
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
- ]
- ],
- "rank": 96
- },
{
"comment": "CentralizerOp: for associative Gaussian matrix FLMLOR, and FLMLOR",
"filters": [
@@ -118794,7 +123168,7 @@
"IsFreeLeftModule"
]
],
- "rank": 93
+ "rank": 95
},
{
"comment": "CentralizerOp: pcgs computable groups",
@@ -118816,7 +123190,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 86
+ "rank": 90
},
{
"comment": "CentralizerOp: for associative Gaussian matrix FLMLOR-with-one, and ordinary matrix",
@@ -118847,7 +123221,39 @@
"IsOrdinaryMatrix"
]
],
- "rank": 86
+ "rank": 88
+ },
+ {
+ "comment": "CentralizerOp: AffineCrystGroupOnLeft and element",
+ "filters": [
+ [
+ "IsAffineCrystGroupOnLeft",
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+ [
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+ ],
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},
{
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@@ -118880,38 +123286,6 @@
],
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"filters": [
@@ -118944,7 +123318,7 @@
"IsCollection"
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],
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{
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@@ -118974,7 +123348,7 @@
"IsOrdinaryMatrix"
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@@ -119023,7 +123397,7 @@
"Tester(IsRDistributive)"
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],
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@@ -119071,7 +123445,7 @@
"Tester(IsRDistributive)"
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],
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{
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@@ -119099,6 +123473,22 @@
],
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{
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"filters": [
@@ -119115,20 +123505,21 @@
"rank": 66
},
{
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[
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- "Tester(IsAssociative)"
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[
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{
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"IsMagmaWithInverses",
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[
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]
],
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{
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@@ -119245,21 +123634,6 @@
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@@ -119275,7 +123649,7 @@
"IsMultiplicativeElementWithInverse"
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@@ -119314,7 +123688,7 @@
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[]
],
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},
{
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@@ -119383,6 +123757,10 @@
[]
]
],
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@@ -119422,6 +123800,10 @@
[]
]
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@@ -119459,6 +123841,10 @@
[]
]
],
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"1args": [],
@@ -119480,6 +123866,10 @@
[]
]
],
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"methods": {
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]
]
],
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@@ -119590,7 +123984,7 @@
"IsModulusRep"
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}
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@@ -119647,6 +124041,10 @@
]
]
],
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[]
]
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@@ -119754,6 +124156,10 @@
]
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@@ -119778,6 +124184,10 @@
]
]
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"1args": [],
@@ -119815,6 +124225,10 @@
]
]
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@@ -119852,6 +124266,10 @@
]
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@@ -119875,6 +124293,10 @@
]
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@@ -119912,6 +124334,10 @@
]
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@@ -119934,6 +124360,10 @@
]
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"methods": {
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@@ -119968,6 +124398,10 @@
[]
]
],
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@@ -120009,6 +124443,10 @@
]
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@@ -120032,6 +124470,10 @@
]
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@@ -120068,6 +124510,10 @@
]
]
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@@ -120086,7 +124532,7 @@
"Tester(IsAssociative)"
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"Tester(IsAssociative)"
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@@ -120122,7 +124568,7 @@
"Tester(IsAssociative)"
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@@ -120142,7 +124588,7 @@
"Tester(IsAssociative)"
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],
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}
],
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@@ -120167,6 +124613,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -120178,7 +124628,7 @@
"Tester(IsReesMatrixSemigroup)"
]
],
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},
{
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@@ -120207,6 +124657,10 @@
]
]
],
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"methods": {
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@@ -120248,6 +124702,10 @@
[]
]
],
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+ },
"methods": {
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"1args": [],
@@ -120287,6 +124745,10 @@
]
]
],
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"methods": {
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@@ -120310,6 +124772,10 @@
]
]
],
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@@ -120327,7 +124793,7 @@
"IsMultiplicativeElement"
]
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},
{
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@@ -120371,6 +124837,10 @@
]
]
],
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"1args": [
@@ -120412,6 +124882,10 @@
[]
]
],
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+ },
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"1args": [],
@@ -120451,6 +124925,10 @@
]
]
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"1args": [],
@@ -120477,6 +124955,10 @@
]
]
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@@ -120534,6 +125016,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -120574,6 +125060,10 @@
]
]
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"1args": [],
@@ -120594,6 +125084,10 @@
]
]
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+ },
"methods": {
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@@ -120626,6 +125120,10 @@
[]
]
],
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+ },
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"1args": [],
@@ -120665,6 +125163,10 @@
]
]
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+ },
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"1args": [],
@@ -120685,6 +125187,10 @@
]
]
],
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"1args": [
@@ -120717,6 +125223,10 @@
[]
]
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"1args": [],
@@ -120756,6 +125266,10 @@
]
]
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+ },
"methods": {
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"1args": [],
@@ -120786,6 +125300,10 @@
]
]
],
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+ },
"methods": {
"0args": [],
"1args": [
@@ -120830,6 +125348,10 @@
[]
]
],
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+ },
"methods": {
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"1args": [],
@@ -120869,6 +125391,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -120892,6 +125418,10 @@
]
]
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"methods": {
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"1args": [],
@@ -120939,6 +125469,10 @@
]
]
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+ },
"methods": {
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"1args": [
@@ -120971,6 +125505,10 @@
[]
]
],
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+ },
"methods": {
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"1args": [],
@@ -121010,6 +125548,10 @@
]
]
],
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+ "line": 90
+ },
"methods": {
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"1args": [],
@@ -121033,6 +125575,10 @@
]
]
],
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+ "line": 100
+ },
"methods": {
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"1args": [],
@@ -121083,6 +125629,10 @@
]
]
],
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+ "line": 127
+ },
"methods": {
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"1args": [],
@@ -121130,6 +125680,10 @@
]
]
],
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+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [
@@ -121162,6 +125716,10 @@
[]
]
],
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+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [],
@@ -121201,6 +125759,10 @@
]
]
],
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+ "line": 136
+ },
"methods": {
"0args": [],
"1args": [],
@@ -121224,6 +125786,10 @@
]
]
],
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+ "line": 150
+ },
"methods": {
"0args": [],
"1args": [],
@@ -121260,6 +125826,10 @@
]
]
],
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+ "line": 160
+ },
"methods": {
"0args": [],
"1args": [],
@@ -121298,6 +125868,10 @@
]
]
],
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+ "line": 25
+ },
"methods": {
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"1args": [],
@@ -121316,7 +125890,7 @@
"Tester(IsEmpty)"
]
],
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},
{
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@@ -121330,7 +125904,7 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
}
],
"3args": [],
@@ -121354,6 +125928,10 @@
]
]
],
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@@ -121372,7 +125950,7 @@
"Tester(IsEmpty)"
]
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},
{
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@@ -121386,7 +125964,7 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
}
],
"3args": [],
@@ -121410,6 +125988,10 @@
]
]
],
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+ "line": 43
+ },
"methods": {
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"1args": [],
@@ -121428,7 +126010,7 @@
"Tester(IsEmpty)"
]
],
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+ "rank": 32
},
{
"comment": "LeftSemigroupCongruenceByGeneratingPairs: for a Semigroup and a list of pairs of its elements",
@@ -121442,7 +126024,7 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
}
],
"3args": [],
@@ -121461,6 +126043,10 @@
]
]
],
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"1args": [
@@ -121504,6 +126090,10 @@
]
]
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@@ -121543,6 +126133,10 @@
]
]
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@@ -121563,6 +126157,10 @@
]
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@@ -121606,6 +126204,10 @@
]
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@@ -121645,6 +126247,10 @@
]
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@@ -121665,6 +126271,10 @@
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@@ -121708,6 +126318,10 @@
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@@ -121747,6 +126361,10 @@
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@@ -121768,6 +126386,10 @@
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@@ -121820,6 +126442,10 @@
]
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"1args": [],
@@ -121860,6 +126486,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semicong.gd",
+ "line": 137
+ },
"methods": {
"0args": [],
"1args": [],
@@ -121881,16 +126511,20 @@
"Tester(IsAssociative)"
],
[
- "IsAssociativeElement"
+ "IsMultiplicativeElement"
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 33
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "InversesOfSemigroupElement: for a semigroup and an element",
+ "comment": "InversesOfSemigroupElement: for a semigroup and a multiplicative element",
"filters": [
[
"IsMagma",
@@ -121898,10 +126532,10 @@
"Tester(IsAssociative)"
],
[
- "IsAssociativeElement"
+ "IsMultiplicativeElement"
]
],
- "rank": 17
+ "rank": 18
}
],
"3args": [],
@@ -121920,6 +126554,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 121
+ },
"methods": {
"0args": [],
"1args": [
@@ -121950,6 +126588,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 141
+ },
"methods": {
"0args": [],
"1args": [
@@ -121972,7 +126614,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 113
+ "rank": 115
},
{
"comment": "AsSemigroup: generic method for collections",
@@ -122002,6 +126644,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 141
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122041,6 +126687,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 141
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122065,6 +126715,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 162
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122099,6 +126753,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 212
+ },
"methods": {
"0args": [],
"1args": [
@@ -122112,6 +126770,15 @@
],
"rank": 20004
},
+ {
+ "comment": "IsGeneratorsOfSemigroup: for an FFE coll coll coll",
+ "filters": [
+ [
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsFFE)))"
+ ]
+ ],
+ "rank": 19
+ },
{
"comment": "IsGeneratorsOfSemigroup: for an empty list",
"filters": [
@@ -122122,6 +126789,15 @@
]
],
"rank": 17
+ },
+ {
+ "comment": "IsGeneratorsOfSemigroup: for a list",
+ "filters": [
+ [
+ "IsList"
+ ]
+ ],
+ "rank": 2
}
],
"2args": [],
@@ -122144,6 +126820,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 212
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122183,6 +126863,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 212
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122205,6 +126889,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 232
+ },
"methods": {
"0args": [],
"1args": [
@@ -122216,7 +126904,7 @@
"Tester(CayleyGraphSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "CayleyGraphSemigroup: for generic finite semigroups",
@@ -122229,7 +126917,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "CayleyGraphSemigroup: default method requiring categories and checking properties",
@@ -122261,6 +126949,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 232
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122302,6 +126994,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 232
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122324,6 +127020,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [
@@ -122335,7 +127035,7 @@
"Tester(CayleyGraphDualSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "CayleyGraphDualSemigroup: for generic finite semigroups",
@@ -122348,7 +127048,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "CayleyGraphDualSemigroup: default method requiring categories and checking properties",
@@ -122380,6 +127080,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122421,6 +127125,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122443,6 +127151,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 364
+ },
"methods": {
"0args": [],
"1args": [
@@ -122454,7 +127166,7 @@
"Tester(IsZeroGroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsZeroGroup: default method requiring categories and checking properties",
@@ -122488,6 +127200,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 364
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122529,6 +127245,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 364
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122551,6 +127271,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 381
+ },
"methods": {
"0args": [],
"1args": [
@@ -122562,7 +127286,7 @@
"Tester(IsSimpleSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsSimpleSemigroup: for a subsemigroup of a Rees matrix semigroup with an underlying semigroup",
@@ -122587,7 +127311,7 @@
"Tester(MultiplicativeNeutralElement)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "IsSimpleSemigroup: for semigroup with generators",
@@ -122599,7 +127323,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "IsSimpleSemigroup: for a semigroup",
@@ -122610,7 +127334,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsSimpleSemigroup: default method requiring categories and checking properties",
@@ -122644,6 +127368,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 381
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122685,6 +127413,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 381
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122707,6 +127439,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 400
+ },
"methods": {
"0args": [],
"1args": [
@@ -122718,7 +127454,7 @@
"Tester(IsZeroSimpleSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsZeroSimpleSemigroup: for a ZeroGroup",
@@ -122729,7 +127465,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsZeroSimpleSemigroup: for a trivial semigroup",
@@ -122742,7 +127478,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 28
+ "rank": 30
},
{
"comment": "IsZeroSimpleSemigroup: for a Rees 0-matrix semigroup",
@@ -122752,7 +127488,7 @@
"Tester(IsReesZeroMatrixSemigroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "IsZeroSimpleSemigroup: for a semigroup with a MultiplicativeNeutralElement",
@@ -122764,7 +127500,7 @@
"Tester(MultiplicativeNeutralElement)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "IsZeroSimpleSemigroup: for a semigroup with generators",
@@ -122776,7 +127512,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "IsZeroSimpleSemigroup: for a semigroup",
@@ -122787,7 +127523,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsZeroSimpleSemigroup: default method requiring categories and checking properties",
@@ -122821,6 +127557,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122862,6 +127602,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122884,6 +127628,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 416
+ },
"methods": {
"0args": [],
"1args": [
@@ -122895,7 +127643,7 @@
"Tester(ANonReesCongruenceOfSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "ANonReesCongruenceOfSemigroup: for a semigroup",
@@ -122908,7 +127656,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "ANonReesCongruenceOfSemigroup: fallback method to test conditions",
@@ -122951,6 +127699,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 416
+ },
"methods": {
"0args": [],
"1args": [],
@@ -122992,6 +127744,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 416
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123014,6 +127770,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 434
+ },
"methods": {
"0args": [],
"1args": [
@@ -123025,7 +127785,7 @@
"Tester(IsReesCongruenceSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsReesCongruenceSemigroup: for a (possibly infinite) semigroup",
@@ -123036,7 +127796,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsReesCongruenceSemigroup: default method requiring categories and checking properties",
@@ -123070,6 +127830,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 434
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123111,6 +127875,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 434
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123137,6 +127905,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 470
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123217,7 +127989,7 @@
"Tester(IsSemigroupCongruence)"
]
],
- "rank": 45
+ "rank": 47
}
],
"3args": [],
@@ -123241,6 +128013,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 473
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123259,7 +128035,7 @@
"Tester(IsEmpty)"
]
],
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+ "rank": 32
},
{
"comment": "HomomorphismFactorSemigroupByClosure: for a semigroup and generating pairs of a congruence",
@@ -123273,7 +128049,7 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
}
],
"3args": [],
@@ -123298,6 +128074,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 476
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123315,7 +128095,7 @@
"Tester(IsSemigroupCongruence)"
]
],
- "rank": 45
+ "rank": 47
}
],
"3args": [],
@@ -123339,6 +128119,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 479
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123357,7 +128141,7 @@
"Tester(IsEmpty)"
]
],
- "rank": 30
+ "rank": 32
},
{
"comment": "FactorSemigroupByClosure: for a semigroup and generating pairs of a congruence",
@@ -123371,7 +128155,7 @@
"IsList"
]
],
- "rank": 15
+ "rank": 17
}
],
"3args": [],
@@ -123391,10 +128175,14 @@
"Tester(IsAssociative)"
],
[
- "IsAssociativeElement"
+ "IsMultiplicativeElement"
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 500
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123410,7 +128198,7 @@
"IsAssociativeElement"
]
],
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+ "rank": 25
},
{
"comment": "IsRegularSemigroupElement: for generic semigroup",
@@ -123424,7 +128212,7 @@
"IsAssociativeElement"
]
],
- "rank": 17
+ "rank": 19
}
],
"3args": [],
@@ -123445,6 +128233,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [
@@ -123456,7 +128248,7 @@
"Tester(IsRegularSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsRegularSemigroup: for a Rees 0-matrix semigroup",
@@ -123466,7 +128258,7 @@
"Tester(IsReesZeroMatrixSemigroup)"
]
],
- "rank": 15
+ "rank": 17
},
{
"comment": "IsRegularSemigroup: for generic semigroup",
@@ -123477,7 +128269,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsRegularSemigroup: default method requiring categories and checking properties",
@@ -123511,6 +128303,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123552,6 +128348,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123574,6 +128374,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 533
+ },
"methods": {
"0args": [],
"1args": [
@@ -123585,7 +128389,7 @@
"Tester(IsInverseSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsInverseSemigroup: for a semigroup",
@@ -123596,7 +128400,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 13
+ "rank": 15
},
{
"comment": "IsInverseSemigroup: for an object",
@@ -123637,6 +128441,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 533
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123678,6 +128486,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 533
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123700,6 +128512,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 557
+ },
"methods": {
"0args": [],
"1args": [
@@ -123735,6 +128551,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 561
+ },
"methods": {
"0args": [],
"1args": [
@@ -123746,7 +128566,7 @@
"Tester(NilpotencyDegree)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "NilpotencyDegree: default method requiring categories and checking properties",
@@ -123778,6 +128598,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 561
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123819,6 +128643,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 561
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123846,6 +128674,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 563
+ },
"methods": {
"0args": [],
"1args": [],
@@ -123863,7 +128695,7 @@
"Tester(GeneratorsOfInverseSemigroup)"
]
],
- "rank": 39
+ "rank": 43
},
{
"comment": "IsSubsemigroup: for semigroup and semigroup with generators",
@@ -123880,7 +128712,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 27
+ "rank": 31
},
{
"comment": "IsSubsemigroup: for a semigroup and semigroup",
@@ -123896,7 +128728,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 26
+ "rank": 30
}
],
"3args": [],
@@ -123917,6 +128749,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 565
+ },
"methods": {
"0args": [],
"1args": [
@@ -123928,7 +128764,7 @@
"Tester(IsBand)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsBand: default method requiring categories and checking properties",
@@ -123962,6 +128798,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 565
+ },
"methods": {
"0args": [],
"1args": [],
@@ -124003,6 +128843,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 565
+ },
"methods": {
"0args": [],
"1args": [],
@@ -124025,6 +128869,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 566
+ },
"methods": {
"0args": [],
"1args": [
@@ -124036,7 +128884,7 @@
"Tester(IsBrandtSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsBrandtSemigroup: default method requiring categories and checking properties",
@@ -124070,6 +128918,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 566
+ },
"methods": {
"0args": [],
"1args": [],
@@ -124111,6 +128963,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 566
+ },
"methods": {
"0args": [],
"1args": [],
@@ -124133,6 +128989,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 567
+ },
"methods": {
"0args": [],
"1args": [
@@ -124144,7 +129004,7 @@
"Tester(IsCliffordSemigroup)"
]
],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsCliffordSemigroup: default method requiring categories and checking properties",
@@ -124178,6 +129038,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/semigrp.gd",
+ "line": 567
+ },
"methods": {
"0args": [],
"1args": [],
@@ -124219,6 +129083,10 @@
]
]
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@@ -124241,6 +129109,10 @@
]
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@@ -124252,7 +129124,7 @@
"Tester(IsCommutativeSemigroup)"
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],
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+ "rank": 20018
},
{
"comment": "IsCommutativeSemigroup: default method requiring categories and checking properties",
@@ -124286,6 +129158,10 @@
]
]
],
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@@ -124327,6 +129203,10 @@
]
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@@ -124349,6 +129229,10 @@
]
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@@ -124360,7 +129244,7 @@
"Tester(IsCompletelyRegularSemigroup)"
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],
- "rank": 20016
+ "rank": 20018
},
{
"comment": "IsCompletelyRegularSemigroup: default method requiring categories and checking properties",
@@ -124394,6 +129278,10 @@
]
]
],
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"1args": [],
@@ -124435,6 +129323,10 @@
]
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@@ -124457,6 +129349,10 @@
]
]
],
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"1args": [
@@ -124468,7 +129364,7 @@
"Tester(IsCompletelySimpleSemigroup)"
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],
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+ "rank": 20018
},
{
"comment": "IsCompletelySimpleSemigroup: default method requiring categories and checking properties",
@@ -124502,6 +129398,10 @@
]
]
],
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@@ -124543,6 +129443,10 @@
]
]
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@@ -124565,6 +129469,10 @@
]
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],
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@@ -124576,7 +129484,7 @@
"Tester(IsGroupAsSemigroup)"
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],
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{
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@@ -124610,6 +129518,10 @@
]
]
],
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@@ -124651,6 +129563,10 @@
]
]
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@@ -124673,6 +129589,10 @@
]
]
],
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@@ -124684,7 +129604,7 @@
"Tester(IsIdempotentGenerated)"
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],
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},
{
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@@ -124718,6 +129638,10 @@
]
]
],
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@@ -124759,6 +129683,10 @@
]
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@@ -124781,6 +129709,10 @@
]
]
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@@ -124792,7 +129724,7 @@
"Tester(IsLeftZeroSemigroup)"
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],
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},
{
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@@ -124826,6 +129758,10 @@
]
]
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]
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]
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@@ -124900,7 +129844,7 @@
"Tester(IsMonogenicSemigroup)"
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],
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},
{
"comment": "IsMonogenicSemigroup: default method requiring categories and checking properties",
@@ -124934,6 +129878,10 @@
]
]
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]
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]
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@@ -125008,7 +129964,7 @@
"Tester(IsMonoidAsSemigroup)"
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{
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@@ -125042,6 +129998,10 @@
]
]
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@@ -125083,6 +130043,10 @@
]
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@@ -125105,6 +130069,10 @@
]
]
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@@ -125116,7 +130084,7 @@
"Tester(IsNilpotentSemigroup)"
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],
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},
{
"comment": "IsNilpotentSemigroup: default method requiring categories and checking properties",
@@ -125150,6 +130118,10 @@
]
]
],
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@@ -125191,6 +130163,10 @@
]
]
],
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@@ -125213,6 +130189,10 @@
]
]
],
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@@ -125224,7 +130204,7 @@
"Tester(IsOrthodoxSemigroup)"
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],
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},
{
"comment": "IsOrthodoxSemigroup: default method requiring categories and checking properties",
@@ -125258,6 +130238,10 @@
]
]
],
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@@ -125299,6 +130283,10 @@
]
]
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@@ -125321,6 +130309,10 @@
]
]
],
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@@ -125332,7 +130324,7 @@
"Tester(IsRectangularBand)"
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],
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+ "rank": 20018
},
{
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@@ -125366,6 +130358,10 @@
]
]
],
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@@ -125407,6 +130403,10 @@
]
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@@ -125429,6 +130429,10 @@
]
]
],
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@@ -125440,7 +130444,7 @@
"Tester(IsRightZeroSemigroup)"
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},
{
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@@ -125474,6 +130478,10 @@
]
]
],
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@@ -125515,6 +130523,10 @@
]
]
],
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@@ -125537,6 +130549,10 @@
]
]
],
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@@ -125548,7 +130564,7 @@
"Tester(IsSemiband)"
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],
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},
{
"comment": "IsSemiband: default method requiring categories and checking properties",
@@ -125582,6 +130598,10 @@
]
]
],
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@@ -125623,6 +130643,10 @@
]
]
],
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@@ -125645,6 +130669,10 @@
]
]
],
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@@ -125656,7 +130684,7 @@
"Tester(IsSemilattice)"
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],
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+ "rank": 20018
},
{
"comment": "IsSemilattice: default method requiring categories and checking properties",
@@ -125690,6 +130718,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -125731,6 +130763,10 @@
]
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],
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@@ -125753,6 +130789,10 @@
]
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],
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@@ -125764,7 +130804,7 @@
"Tester(IsZeroSemigroup)"
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],
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+ "rank": 20018
},
{
"comment": "IsZeroSemigroup: default method requiring categories and checking properties",
@@ -125798,6 +130838,10 @@
]
]
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@@ -125839,6 +130883,10 @@
]
]
],
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"1args": [],
@@ -125861,6 +130909,10 @@
]
]
],
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@@ -125897,7 +130949,7 @@
"Tester(IsAssociative)"
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],
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}
],
"2args": [],
@@ -125919,6 +130971,10 @@
]
]
],
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"methods": {
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@@ -125955,7 +131011,7 @@
"Tester(IsAssociative)"
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],
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}
],
"2args": [],
@@ -125976,6 +131032,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [
@@ -126023,6 +131083,10 @@
]
]
],
+ "location": {
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"methods": {
"0args": [],
"1args": [],
@@ -126063,6 +131127,10 @@
]
]
],
+ "location": {
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+ "line": 50
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126084,6 +131152,10 @@
]
]
],
+ "location": {
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+ "line": 51
+ },
"methods": {
"0args": [],
"1args": [
@@ -126131,6 +131203,10 @@
]
]
],
+ "location": {
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+ "line": 51
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126171,6 +131247,10 @@
]
]
],
+ "location": {
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+ "line": 51
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126193,6 +131273,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/smgideal.gd",
+ "line": 52
+ },
"methods": {
"0args": [],
"1args": [
@@ -126242,6 +131326,10 @@
]
]
],
+ "location": {
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+ "line": 52
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126283,6 +131371,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/smgideal.gd",
+ "line": 52
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126305,6 +131397,10 @@
]
]
],
+ "location": {
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+ "line": 70
+ },
"methods": {
"0args": [],
"1args": [
@@ -126352,6 +131448,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/smgideal.gd",
+ "line": 70
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126393,6 +131493,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/smgideal.gd",
+ "line": 70
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126413,6 +131517,10 @@
]
]
],
+ "location": {
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+ "line": 105
+ },
"methods": {
"0args": [],
"1args": [
@@ -126469,6 +131577,10 @@
]
]
],
+ "location": {
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+ "line": 125
+ },
"methods": {
"0args": [],
"1args": [
@@ -126491,7 +131603,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 120
},
{
"comment": "AsMonoid: for transformation semigroup with generators",
@@ -126516,7 +131628,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 14
+ "rank": 16
},
{
"comment": "AsMonoid: generic method for a collection",
@@ -126546,6 +131658,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/monoid.gd",
+ "line": 125
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126585,6 +131701,10 @@
]
]
],
+ "location": {
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+ "line": 125
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"methods": {
"0args": [],
"1args": [],
@@ -126609,6 +131729,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -126648,6 +131772,10 @@
]
]
],
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+ "line": 138
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126664,7 +131792,7 @@
"IsString"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -126675,112 +131803,6 @@
"name": "GroupString",
"type": "GAP_Operation"
},
- {
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- [
- [
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- [
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- "2args": [],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
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- "name": "Tester(NameIsomorphismClass)",
- "type": "GAP_Operation"
- },
{
"filters": [
[
@@ -126796,6 +131818,10 @@
]
]
],
+ "location": {
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+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [
@@ -126807,7 +131833,7 @@
"Tester(IsCyclic)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsCyclic: handled by nice monomorphism: Attribute",
@@ -126820,7 +131846,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsCyclic: for AffineCrystGroup",
@@ -126830,7 +131856,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "IsCyclic",
@@ -126842,7 +131868,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "IsCyclic: generic method for groups",
@@ -126853,7 +131879,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsCyclic: for an ordinary character table",
@@ -126896,6 +131922,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126937,6 +131967,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [],
@@ -126964,6 +131998,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 184
+ },
"methods": {
"0args": [],
"1args": [
@@ -126975,7 +132013,7 @@
"Tester(IsElementaryAbelian)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsElementaryAbelian: for a pcp group",
@@ -126987,7 +132025,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsElementaryAbelian: generic method for groups",
@@ -126998,7 +132036,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsElementaryAbelian: for an ordinary character table",
@@ -127041,6 +132079,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 184
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127082,6 +132124,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 184
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127104,6 +132150,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 217
+ },
"methods": {
"0args": [],
"1args": [
@@ -127115,7 +132165,7 @@
"Tester(IsFinitelyGeneratedGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsFinitelyGeneratedGroup: subgroups of fp group",
@@ -127124,7 +132174,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "IsFinitelyGeneratedGroup",
@@ -127136,7 +132186,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "IsFinitelyGeneratedGroup: default method requiring categories and checking properties",
@@ -127170,6 +132220,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 217
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127211,6 +132265,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 217
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127233,6 +132291,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [
@@ -127244,7 +132306,7 @@
"Tester(IsSubsetLocallyFiniteGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSubsetLocallyFiniteGroup: default method requiring categories and checking properties",
@@ -127278,6 +132340,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127319,6 +132385,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127346,6 +132416,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 378
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127362,7 +132436,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CanComputeIndex",
@@ -127376,7 +132450,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "CanComputeIndex",
@@ -127394,7 +132468,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 92
+ "rank": 96
},
{
"comment": "CanComputeIndex: subgroup of full fp groups",
@@ -127413,7 +132487,7 @@
"Tester(CosetTableInWholeGroup)"
]
],
- "rank": 69
+ "rank": 73
},
{
"comment": "CanComputeIndex: subgroup of full fp groups",
@@ -127432,7 +132506,7 @@
"Tester(IndexInWholeGroup)"
]
],
- "rank": 69
+ "rank": 73
},
{
"comment": "CanComputeIndex: subgroups fp groups",
@@ -127450,7 +132524,7 @@
"Tester(IndexInWholeGroup)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "CanComputeIndex: if sizes can be computed",
@@ -127468,7 +132542,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "CanComputeIndex: by default impossible unless identical",
@@ -127484,7 +132558,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -127515,6 +132589,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 404
+ },
"methods": {
"0args": [],
"1args": [
@@ -127526,7 +132604,7 @@
"Tester(KnowsHowToDecompose)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "KnowsHowToDecompose: group: use GeneratorsOfGroup",
@@ -127537,7 +132615,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "KnowsHowToDecompose: default method requiring categories and checking properties",
@@ -127578,7 +132656,7 @@
"IsList"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "KnowsHowToDecompose: matrix groups",
@@ -127595,7 +132673,7 @@
"IsList"
]
],
- "rank": 45
+ "rank": 47
},
{
"comment": "KnowsHowToDecompose: pc group and generators: always true",
@@ -127622,7 +132700,7 @@
"IsList"
]
],
- "rank": 37
+ "rank": 39
},
{
"comment": "KnowsHowToDecompose: trivial group",
@@ -127637,7 +132715,7 @@
"Tester(IsEmpty)"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "KnowsHowToDecompose: generic: just groups of order < 1000",
@@ -127651,7 +132729,7 @@
"IsList"
]
],
- "rank": 35
+ "rank": 37
}
],
"3args": [],
@@ -127675,6 +132753,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 404
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127716,6 +132798,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 404
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127738,6 +132824,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 427
+ },
"methods": {
"0args": [],
"1args": [
@@ -127749,7 +132839,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsPGroup: for nilpotent groups",
@@ -127762,7 +132852,7 @@
"Tester(IsNilpotentGroup)"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "IsPGroup: for direct products",
@@ -127774,7 +132864,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "IsPGroup: generic method (check order of the group or of generators if nilpotent)",
@@ -127785,7 +132875,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsPGroup: default method requiring categories and checking properties",
@@ -127819,6 +132909,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 427
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127860,6 +132954,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 427
+ },
"methods": {
"0args": [],
"1args": [],
@@ -127881,6 +132979,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 462
+ },
"methods": {
"0args": [],
"1args": [
@@ -127892,7 +132994,7 @@
"Tester(PrimePGroup)"
]
],
- "rank": 20037
+ "rank": 20039
},
{
"comment": "PrimePGroup: for direct products",
@@ -127903,7 +133005,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "PrimePGroup: generic method, check the order of a nontrivial generator",
@@ -127914,7 +133016,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "PrimePGroup: generic method, check the group order",
@@ -127924,7 +133026,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "PrimePGroup: fallback method to test conditions",
@@ -127964,6 +133066,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 462
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128004,6 +133110,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 462
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128025,6 +133135,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 483
+ },
"methods": {
"0args": [],
"1args": [
@@ -128036,7 +133150,7 @@
"Tester(PClassPGroup)"
]
],
- "rank": 20037
+ "rank": 20039
},
{
"comment": "PClassPGroup: for groups with special pcgs",
@@ -128047,7 +133161,7 @@
"Tester(SpecialPcgs)"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "PClassPGroup: generic method for group",
@@ -128057,7 +133171,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "PClassPGroup: default method requiring categories and checking properties",
@@ -128086,6 +133200,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 483
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128126,6 +133244,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 483
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128147,6 +133269,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 510
+ },
"methods": {
"0args": [],
"1args": [
@@ -128158,7 +133284,7 @@
"Tester(RankPGroup)"
]
],
- "rank": 20037
+ "rank": 20039
},
{
"comment": "RankPGroup: for groups with special pcgs",
@@ -128169,7 +133295,7 @@
"Tester(SpecialPcgs)"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "RankPGroup: generic method for group",
@@ -128179,7 +133305,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "RankPGroup: default method requiring categories and checking properties",
@@ -128208,6 +133334,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 510
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128248,6 +133378,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 510
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128270,6 +133404,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 529
+ },
"methods": {
"0args": [],
"1args": [
@@ -128281,7 +133419,7 @@
"Tester(IsNilpotentGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsNilpotentGroup: handled by nice monomorphism: Attribute",
@@ -128294,7 +133432,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsNilpotentGroup: for direct products",
@@ -128306,7 +133444,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "IsNilpotentGroup: if group size can be computed and is a prime power",
@@ -128318,7 +133456,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 59
+ "rank": 61
},
{
"comment": "IsNilpotentGroup: for permgrp",
@@ -128344,7 +133482,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "IsNilpotentGroup: for a pcp group with known lower central series",
@@ -128357,7 +133495,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 49
+ "rank": 51
},
{
"comment": "IsNilpotentGroup: for a pcp group",
@@ -128369,7 +133507,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsNilpotentGroup: method for pc groups",
@@ -128381,7 +133519,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "IsNilpotentGroup: generic method for groups",
@@ -128392,7 +133530,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsNilpotentGroup: default method requiring categories and checking properties",
@@ -128426,6 +133564,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 529
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128467,6 +133609,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 529
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128489,6 +133635,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 557
+ },
"methods": {
"0args": [],
"1args": [
@@ -128500,7 +133650,7 @@
"Tester(IsPerfectGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsPerfectGroup: handled by nice monomorphism: Attribute",
@@ -128513,7 +133663,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsPerfectGroup: method for finite groups",
@@ -128526,7 +133676,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "IsPerfectGroup",
@@ -128540,7 +133690,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 37
+ "rank": 39
},
{
"comment": "IsPerfectGroup: for a (subgroup of a) finitely presented group",
@@ -128549,7 +133699,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "IsPerfectGroup: generic method for groups",
@@ -128560,7 +133710,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsPerfectGroup: default method requiring categories and checking properties",
@@ -128594,6 +133744,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 557
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128635,6 +133789,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 557
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128657,6 +133815,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 586
+ },
"methods": {
"0args": [],
"1args": [
@@ -128668,7 +133830,7 @@
"Tester(IsSporadicSimpleGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSporadicSimpleGroup: for a group",
@@ -128679,7 +133841,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsSporadicSimpleGroup: default method requiring categories and checking properties",
@@ -128713,6 +133875,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 586
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128754,6 +133920,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 586
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128776,6 +133946,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 607
+ },
"methods": {
"0args": [],
"1args": [
@@ -128787,7 +133961,7 @@
"Tester(IsSimpleGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSimpleGroup: handled by nice monomorphism: Attribute",
@@ -128800,7 +133974,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsSimpleGroup: for permgrp",
@@ -128833,7 +134007,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsSimpleGroup: default method requiring categories and checking properties",
@@ -128867,6 +134041,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 607
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128908,6 +134086,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 607
+ },
"methods": {
"0args": [],
"1args": [],
@@ -128930,6 +134112,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 665
+ },
"methods": {
"0args": [],
"1args": [
@@ -128941,7 +134127,7 @@
"Tester(IsAlmostSimpleGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsAlmostSimpleGroup: for a group",
@@ -128952,7 +134138,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsAlmostSimpleGroup: default method requiring categories and checking properties",
@@ -128986,6 +134172,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 665
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129027,6 +134217,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 665
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129049,6 +134243,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 683
+ },
"methods": {
"0args": [],
"1args": [
@@ -129060,7 +134258,7 @@
"Tester(IsSupersolvableGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSupersolvableGroup: handled by nice monomorphism: Attribute",
@@ -129073,7 +134271,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsSupersolvableGroup: method for pc groups",
@@ -129085,7 +134283,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "IsSupersolvableGroup: generic method for groups",
@@ -129096,7 +134294,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsSupersolvableGroup: default method requiring categories and checking properties",
@@ -129130,6 +134328,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 683
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129171,6 +134373,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 683
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129193,6 +134399,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 709
+ },
"methods": {
"0args": [],
"1args": [
@@ -129204,7 +134414,7 @@
"Tester(IsMonomialGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsMonomialGroup: handled by nice monomorphism: Attribute",
@@ -129217,7 +134427,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsMonomialGroup: for a group",
@@ -129228,7 +134438,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsMonomialGroup: default method requiring categories and checking properties",
@@ -129262,6 +134472,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 709
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129303,6 +134517,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 709
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129325,6 +134543,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 738
+ },
"methods": {
"0args": [],
"1args": [
@@ -129336,7 +134558,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSolvableGroup: handled by nice monomorphism: Attribute",
@@ -129349,7 +134571,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "IsSolvableGroup: for permgrp",
@@ -129363,6 +134585,18 @@
],
"rank": 58
},
+ {
+ "comment": "IsSolvableGroup: for a free group",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "CategoryCollections(((IsWord and IsAssociativeElement) and (IsWord and IsMultiplicativeElementWithInverse)))"
+ ]
+ ],
+ "rank": 54
+ },
{
"comment": "IsSolvableGroup: for AffineCrystGroup, via PointGroup",
"filters": [
@@ -129371,7 +134605,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "IsSolvableGroup: for rational matrix groups (Polenta)",
@@ -129381,7 +134615,7 @@
"Tester(IsRationalMatrixGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsSolvableGroup: for matrix groups over a finte field (Polenta)",
@@ -129396,7 +134630,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsSolvableGroup: fallback method to test conditions",
@@ -129411,7 +134645,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsSolvableGroup",
@@ -129423,7 +134657,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "IsSolvableGroup: for direct products",
@@ -129435,7 +134669,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "IsSolvableGroup: generic method for groups",
@@ -129446,7 +134680,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsSolvableGroup: default method requiring categories and checking properties",
@@ -129480,6 +134714,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 738
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129521,6 +134759,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 738
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129543,6 +134785,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 770
+ },
"methods": {
"0args": [],
"1args": [
@@ -129554,7 +134800,7 @@
"Tester(IsPolycyclicGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsPolycyclicGroup: for integer matrix groups (Polenta)",
@@ -129564,7 +134810,7 @@
"Tester(IsIntegerMatrixGroup)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "IsPolycyclicGroup: for rational matrix groups (Polenta)",
@@ -129574,7 +134820,7 @@
"Tester(IsRationalMatrixGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsPolycyclicGroup: for matrix groups over a finite field (Polenta)",
@@ -129589,7 +134835,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsPolycyclicGroup: fallback method to test conditions",
@@ -129604,7 +134850,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsPolycyclicGroup: generic method for groups",
@@ -129615,7 +134861,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsPolycyclicGroup: default method requiring categories and checking properties",
@@ -129649,6 +134895,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 770
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129690,6 +134940,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 770
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129717,6 +134971,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 807
+ },
"methods": {
"0args": [],
"1args": [
@@ -129728,7 +134986,7 @@
"Tester(AbelianInvariants)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "AbelianInvariants: for groups of FFE",
@@ -129753,7 +135011,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "AbelianInvariants: for an abelian pcp group",
@@ -129767,7 +135025,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "AbelianInvariants: for a pcp group",
@@ -129779,7 +135037,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "AbelianInvariants: for a finitely presented group",
@@ -129789,7 +135047,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "AbelianInvariants: for a subgroup of a finitely presented group",
@@ -129798,7 +135056,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "AbelianInvariants: for direct products",
@@ -129810,7 +135068,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "AbelianInvariants: generic method for groups",
@@ -129821,7 +135079,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "AbelianInvariants: for an ordinary character table",
@@ -129868,6 +135126,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 807
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129909,6 +135171,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 807
+ },
"methods": {
"0args": [],
"1args": [],
@@ -129931,6 +135197,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 827
+ },
"methods": {
"0args": [],
"1args": [
@@ -129942,7 +135212,7 @@
"Tester(IsInfiniteAbelianizationGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsInfiniteAbelianizationGroup: for a finitely presented group",
@@ -129952,7 +135222,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "IsInfiniteAbelianizationGroup: for a subgroup of a finitely presented group",
@@ -129961,7 +135231,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "IsInfiniteAbelianizationGroup: generic method for groups",
@@ -129972,7 +135242,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsInfiniteAbelianizationGroup: default method requiring categories and checking properties",
@@ -130004,6 +135274,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 827
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130045,6 +135319,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 827
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130065,6 +135343,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 851
+ },
"methods": {
"0args": [],
"1args": [
@@ -130087,7 +135369,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 133
+ "rank": 135
},
{
"comment": "AsGroup: for a simple inverse Automaton",
@@ -130126,6 +135408,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 851
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130165,6 +135451,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 851
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130187,6 +135477,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 880
+ },
"methods": {
"0args": [],
"1args": [
@@ -130198,7 +135492,7 @@
"Tester(ChiefSeries)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ChiefSeries: handled by nice monomorphism: GroupSeries",
@@ -130211,7 +135505,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "ChiefSeries: for pcgs computable group refining PcgsElementaryAbelianSeries",
@@ -130223,7 +135517,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "ChiefSeries: generic method for a group",
@@ -130234,7 +135528,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ChiefSeries: method for a group (delegate to `ChiefSeriesUnderAction')",
@@ -130245,7 +135539,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ChiefSeries: default method requiring categories and checking properties",
@@ -130277,6 +135571,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 880
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130318,6 +135616,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 880
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130345,6 +135647,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 901
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130364,7 +135670,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 67
+ "rank": 71
},
{
"comment": "ChiefSeriesUnderAction: generic method for two groups",
@@ -130380,7 +135686,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -130404,6 +135710,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 922
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130420,7 +135730,7 @@
"IsList"
]
],
- "rank": 35
+ "rank": 37
}
],
"3args": [
@@ -130441,7 +135751,7 @@
"IsList"
]
],
- "rank": 68
+ "rank": 72
}
],
"4args": [],
@@ -130461,6 +135771,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 943
+ },
"methods": {
"0args": [],
"1args": [
@@ -130472,7 +135786,7 @@
"Tester(CommutatorFactorGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CommutatorFactorGroup: handled by nice monomorphism: Attribute",
@@ -130485,7 +135799,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "CommutatorFactorGroup: generic method for groups",
@@ -130496,7 +135810,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "CommutatorFactorGroup: default method requiring categories and checking properties",
@@ -130528,6 +135842,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 943
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130569,6 +135887,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 943
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130591,6 +135913,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 962
+ },
"methods": {
"0args": [],
"1args": [
@@ -130602,7 +135928,7 @@
"Tester(CompositionSeries)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CompositionSeries: handled by nice monomorphism: GroupSeries",
@@ -130615,7 +135941,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "CompositionSeries: for simple group",
@@ -130628,7 +135954,7 @@
"Tester(IsSimpleGroup)"
]
],
- "rank": 135
+ "rank": 137
},
{
"comment": "CompositionSeries: for a permutation group",
@@ -130654,7 +135980,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "CompositionSeries",
@@ -130666,7 +135992,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "CompositionSeries: using DerivedSubgroup",
@@ -130679,7 +136005,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "CompositionSeries: fallback method to test conditions",
@@ -130736,6 +136062,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 962
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130777,6 +136107,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 962
+ },
"methods": {
"0args": [],
"1args": [],
@@ -130804,6 +136138,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1068
+ },
"methods": {
"0args": [],
"1args": [
@@ -130815,7 +136153,7 @@
"Tester(ConjugacyClasses)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ConjugacyClasses: test options",
@@ -130826,7 +136164,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 20032
+ "rank": 20034
},
{
"comment": "ConjugacyClasses: perm group",
@@ -130840,7 +136178,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 444
+ "rank": 446
},
{
"comment": "ConjugacyClasses: TF Method",
@@ -130854,7 +136192,7 @@
"Tester(FittingFreeLiftSetup)"
]
],
- "rank": 429
+ "rank": 433
},
{
"comment": "ConjugacyClasses: for natural sl",
@@ -130873,7 +136211,7 @@
"Tester(IsNaturalSL)"
]
],
- "rank": 397
+ "rank": 399
},
{
"comment": "ConjugacyClasses: for natural gl",
@@ -130892,7 +136230,7 @@
"Tester(IsNaturalGL)"
]
],
- "rank": 395
+ "rank": 397
},
{
"comment": "ConjugacyClasses: matrix groups: test naturality",
@@ -130911,7 +136249,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 391
+ "rank": 393
},
{
"comment": "ConjugacyClasses: via niceomorphism",
@@ -130924,7 +136262,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "ConjugacyClasses: symmetric",
@@ -130950,23 +136288,27 @@
"comment": "ConjugacyClasses: try solvable method",
"filters": [
[
+ "IsFinite",
+ "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 44
},
{
"comment": "ConjugacyClasses: for groups: try random search",
"filters": [
[
+ "IsFinite",
+ "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 44
},
{
"comment": "ConjugacyClasses: fallback method to test conditions",
@@ -131019,6 +136361,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1068
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131060,6 +136406,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1068
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131082,6 +136432,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1092
+ },
"methods": {
"0args": [],
"1args": [
@@ -131093,7 +136447,7 @@
"Tester(ConjugacyClassesMaximalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ConjugacyClassesMaximalSubgroups: use MaximalSubgroupClassReps",
@@ -131104,7 +136458,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ConjugacyClassesMaximalSubgroups: default method requiring categories and checking properties",
@@ -131128,7 +136482,7 @@
"IsRecord"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -131150,6 +136504,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1092
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131191,6 +136549,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1092
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131213,6 +136575,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1116
+ },
"methods": {
"0args": [],
"1args": [
@@ -131224,7 +136590,7 @@
"Tester(MaximalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "MaximalSubgroups: pcgs computable groups using special pcgs",
@@ -131238,7 +136604,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "MaximalSubgroups: expand list",
@@ -131249,7 +136615,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "MaximalSubgroups: default method requiring categories and checking properties",
@@ -131281,6 +136647,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1116
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131322,6 +136692,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1116
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131344,6 +136718,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1139
+ },
"methods": {
"0args": [],
"1args": [
@@ -131355,7 +136733,7 @@
"Tester(MaximalSubgroupClassReps)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "MaximalSubgroupClassReps: TF method",
@@ -131369,7 +136747,7 @@
"Tester(FittingFreeLiftSetup)"
]
],
- "rank": 429
+ "rank": 433
},
{
"comment": "MaximalSubgroupClassReps: handled by nice monomorphism: subgroups",
@@ -131382,7 +136760,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "MaximalSubgroupClassReps: alternating",
@@ -131445,7 +136823,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "MaximalSubgroupClassReps: pcgs computable groups using special pcgs",
@@ -131460,7 +136838,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "MaximalSubgroupClassReps: using lattice",
@@ -131471,7 +136849,7 @@
"Tester(IsAssociative)"
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],
- "rank": 33
+ "rank": 35
},
{
"comment": "MaximalSubgroupClassReps: default method requiring categories and checking properties",
@@ -131495,7 +136873,7 @@
"IsRecord"
]
],
- "rank": 54
+ "rank": 56
},
{
"comment": "MaximalSubgroupClassReps: for AffineCrystGroupOnRight",
@@ -131508,7 +136886,7 @@
"IsRecord"
]
],
- "rank": 54
+ "rank": 56
}
],
"3args": [],
@@ -131530,6 +136908,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1139
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131571,6 +136953,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1139
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131593,6 +136979,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1188
+ },
"methods": {
"0args": [],
"1args": [
@@ -131604,7 +136994,7 @@
"Tester(PerfectResiduum)"
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],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "PerfectResiduum: for solvable groups",
@@ -131614,7 +137004,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "PerfectResiduum: for perfect groups",
@@ -131624,7 +137014,7 @@
"Tester(IsPerfectGroup)"
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],
- "rank": 35
+ "rank": 37
},
{
"comment": "PerfectResiduum: for groups",
@@ -131635,7 +137025,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "PerfectResiduum: default method requiring categories and checking properties",
@@ -131667,6 +137057,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1188
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131708,6 +137102,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1188
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131730,6 +137128,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1221
+ },
"methods": {
"0args": [],
"1args": [
@@ -131741,7 +137143,7 @@
"Tester(RepresentativesPerfectSubgroups)"
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],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "RepresentativesPerfectSubgroups: symmetric",
@@ -131771,7 +137173,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 35
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},
{
"comment": "RepresentativesPerfectSubgroups: using Holt/Plesken library",
@@ -131782,7 +137184,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "RepresentativesPerfectSubgroups: default method requiring categories and checking properties",
@@ -131814,6 +137216,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1221
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131855,6 +137261,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1221
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131877,6 +137287,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1222
+ },
"methods": {
"0args": [],
"1args": [
@@ -131888,7 +137302,7 @@
"Tester(RepresentativesSimpleSubgroups)"
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],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "RepresentativesSimpleSubgroups: if perfect subs are known",
@@ -131900,7 +137314,7 @@
"Tester(RepresentativesPerfectSubgroups)"
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],
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{
"comment": "RepresentativesSimpleSubgroups: using Holt/Plesken library",
@@ -131911,7 +137325,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "RepresentativesSimpleSubgroups: default method requiring categories and checking properties",
@@ -131943,6 +137357,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1222
+ },
"methods": {
"0args": [],
"1args": [],
@@ -131984,6 +137402,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1222
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132006,6 +137428,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1247
+ },
"methods": {
"0args": [],
"1args": [
@@ -132017,7 +137443,7 @@
"Tester(ConjugacyClassesPerfectSubgroups)"
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],
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{
"comment": "ConjugacyClassesPerfectSubgroups: generic",
@@ -132028,7 +137454,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "ConjugacyClassesPerfectSubgroups: default method requiring categories and checking properties",
@@ -132060,6 +137486,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1247
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132101,6 +137531,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1247
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132123,6 +137557,10 @@
]
]
],
+ "location": {
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+ "line": 1280
+ },
"methods": {
"0args": [],
"1args": [
@@ -132134,7 +137572,7 @@
"Tester(ConjugacyClassesSubgroups)"
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],
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{
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@@ -132145,7 +137583,7 @@
"Tester(IsAssociative)"
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],
- "rank": 33
+ "rank": 35
},
{
"comment": "ConjugacyClassesSubgroups: lattice",
@@ -132186,6 +137624,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1280
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132227,6 +137669,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1280
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132249,6 +137695,10 @@
]
]
],
+ "location": {
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+ "line": 1313
+ },
"methods": {
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"1args": [
@@ -132260,7 +137710,7 @@
"Tester(LatticeSubgroups)"
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],
- "rank": 20035
+ "rank": 20037
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{
"comment": "LatticeSubgroups: for a group with table of marks",
@@ -132272,7 +137722,7 @@
"Tester(TableOfMarks)"
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],
- "rank": 44
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},
{
"comment": "LatticeSubgroups: for a cyclic group",
@@ -132285,7 +137735,7 @@
"Tester(IsCyclic)"
]
],
- "rank": 43
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},
{
"comment": "LatticeSubgroups: elementary abelian extension",
@@ -132296,7 +137746,7 @@
"Tester(IsAssociative)"
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],
- "rank": 34
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},
{
"comment": "LatticeSubgroups: via radical",
@@ -132307,7 +137757,7 @@
"Tester(IsAssociative)"
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],
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+ "rank": 35
},
{
"comment": "LatticeSubgroups: default method requiring categories and checking properties",
@@ -132339,6 +137789,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1313
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132380,6 +137834,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -132402,6 +137860,10 @@
]
]
],
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+ },
"methods": {
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"1args": [
@@ -132413,7 +137875,7 @@
"Tester(DerivedLength)"
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{
"comment": "DerivedLength: handled by nice monomorphism: Attribute",
@@ -132426,7 +137888,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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{
"comment": "DerivedLength: generic method for groups",
@@ -132437,7 +137899,7 @@
"Tester(IsAssociative)"
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],
- "rank": 33
+ "rank": 35
},
{
"comment": "DerivedLength: default method requiring categories and checking properties",
@@ -132469,6 +137931,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1337
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132510,6 +137976,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1337
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132532,6 +138002,10 @@
]
]
],
+ "location": {
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+ "line": 1354
+ },
"methods": {
"0args": [],
"1args": [
@@ -132543,7 +138017,7 @@
"Tester(HirschLength)"
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],
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},
{
"comment": "HirschLength",
@@ -132553,7 +138027,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
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},
{
"comment": "HirschLength",
@@ -132565,7 +138039,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "HirschLength: generic method for finite groups",
@@ -132578,7 +138052,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "HirschLength: default method requiring categories and checking properties",
@@ -132610,6 +138084,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1354
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132651,6 +138129,10 @@
]
]
],
+ "location": {
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+ "line": 1354
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132673,6 +138155,10 @@
]
]
],
+ "location": {
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+ "line": 1375
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"methods": {
"0args": [],
"1args": [
@@ -132684,7 +138170,7 @@
"Tester(DerivedSeriesOfGroup)"
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],
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},
{
"comment": "DerivedSeriesOfGroup: handled by nice monomorphism: GroupSeries",
@@ -132697,7 +138183,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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},
{
"comment": "DerivedSeriesOfGroup: generic method for groups",
@@ -132708,7 +138194,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "DerivedSeriesOfGroup: default method requiring categories and checking properties",
@@ -132740,6 +138226,10 @@
[]
]
],
+ "location": {
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+ "line": 1375
+ },
"methods": {
"0args": [],
"1args": [],
@@ -132781,6 +138271,10 @@
]
]
],
+ "location": {
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+ "line": 1375
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"methods": {
"0args": [],
"1args": [],
@@ -132803,6 +138297,10 @@
]
]
],
+ "location": {
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+ "line": 1400
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"methods": {
"0args": [],
"1args": [
@@ -132814,7 +138312,7 @@
"Tester(DerivedSubgroup)"
]
],
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},
{
"comment": "DerivedSubgroup: for a group that knows it is abelian",
@@ -132827,7 +138325,7 @@
"Tester(IsCommutative)"
]
],
- "rank": 10041
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},
{
"comment": "DerivedSubgroup: for a group that knows it is perfect",
@@ -132840,7 +138338,7 @@
"Tester(IsPerfectGroup)"
]
],
- "rank": 10035
+ "rank": 10037
},
{
"comment": "DerivedSubgroup: handled by nice monomorphism: Subgroup",
@@ -132853,7 +138351,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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},
{
"comment": "DerivedSubgroup",
@@ -132889,7 +138387,7 @@
"CanEasilyComputePcgs"
]
],
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},
{
"comment": "DerivedSubgroup: for a pcp group",
@@ -132901,7 +138399,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "DerivedSubgroup: for a finitely presented group",
@@ -132911,7 +138409,7 @@
"IsSubgroupFpGroup"
]
],
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},
{
"comment": "DerivedSubgroup: subgroup of a finitely presented group",
@@ -132920,7 +138418,7 @@
"IsSubgroupFpGroup"
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],
- "rank": 35
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},
{
"comment": "DerivedSubgroup: generic method for groups",
@@ -132931,7 +138429,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "DerivedSubgroup: default method requiring categories and checking properties",
@@ -132963,6 +138461,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133004,6 +138506,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1400
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133026,6 +138532,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1420
+ },
"methods": {
"0args": [],
"1args": [
@@ -133037,7 +138547,7 @@
"Tester(MaximalAbelianQuotient)"
]
],
- "rank": 20035
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},
{
"comment": "MaximalAbelianQuotient: whole fp group",
@@ -133048,7 +138558,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "MaximalAbelianQuotient: for subgroups of finitely presented groups",
@@ -133057,7 +138567,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "MaximalAbelianQuotient: not fp group",
@@ -133068,7 +138578,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "MaximalAbelianQuotient: default method requiring categories and checking properties",
@@ -133100,6 +138610,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1420
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133141,6 +138655,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1420
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133168,6 +138686,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1444
+ },
"methods": {
"0args": [],
"1args": [
@@ -133179,7 +138701,7 @@
"Tester(CommutatorLength)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CommutatorLength: for a group",
@@ -133190,7 +138712,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "CommutatorLength: for a character table",
@@ -133237,6 +138759,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1444
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133278,6 +138804,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1444
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133300,6 +138830,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1480
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"methods": {
"0args": [],
"1args": [
@@ -133311,7 +138845,7 @@
"Tester(DimensionsLoewyFactors)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "DimensionsLoewyFactors: for a group (that must be a finite p-group)",
@@ -133322,7 +138856,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "DimensionsLoewyFactors: default method requiring categories and checking properties",
@@ -133354,6 +138888,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1480
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133395,6 +138933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1480
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"methods": {
"0args": [],
"1args": [],
@@ -133417,6 +138959,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1515
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"methods": {
"0args": [],
"1args": [
@@ -133428,7 +138974,7 @@
"Tester(ElementaryAbelianSeries)"
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],
- "rank": 20035
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},
{
"comment": "ElementaryAbelianSeries: handled by nice monomorphism: GroupSeries",
@@ -133441,7 +138987,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
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},
{
"comment": "ElementaryAbelianSeries: perm group",
@@ -133469,7 +139015,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "ElementaryAbelianSeries: generic method for groups",
@@ -133482,7 +139028,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "ElementaryAbelianSeries: list of pcgs computable groups",
@@ -133536,6 +139082,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1515
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133577,6 +139127,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1515
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"methods": {
"0args": [],
"1args": [],
@@ -133599,6 +139153,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1516
+ },
"methods": {
"0args": [],
"1args": [
@@ -133610,7 +139168,7 @@
"Tester(ElementaryAbelianSeriesLargeSteps)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ElementaryAbelianSeriesLargeSteps: handled by nice monomorphism: GroupSeries",
@@ -133623,7 +139181,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "ElementaryAbelianSeriesLargeSteps: remove spurious factors",
@@ -133634,7 +139192,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ElementaryAbelianSeriesLargeSteps: remove spurious factors",
@@ -133675,6 +139233,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1516
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133716,6 +139278,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1516
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133743,6 +139309,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1539
+ },
"methods": {
"0args": [],
"1args": [
@@ -133754,7 +139324,7 @@
"Tester(Exponent)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "Exponent: handled by nice monomorphism: Attribute",
@@ -133767,7 +139337,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "Exponent: method for abelian groups with generators",
@@ -133781,7 +139351,7 @@
"Tester(IsCommutative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "Exponent: solvable group",
@@ -133794,7 +139364,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "Exponent: generic method for groups",
@@ -133805,7 +139375,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "Exponent: for an ordinary character table",
@@ -133852,6 +139422,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1539
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133893,6 +139467,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1539
+ },
"methods": {
"0args": [],
"1args": [],
@@ -133915,6 +139493,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1563
+ },
"methods": {
"0args": [],
"1args": [
@@ -133926,7 +139508,7 @@
"Tester(FittingSubgroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "FittingSubgroup: for nilpotent group",
@@ -133939,7 +139521,7 @@
"Tester(IsNilpotentGroup)"
]
],
- "rank": 10039
+ "rank": 10041
},
{
"comment": "FittingSubgroup: handled by nice monomorphism: Subgroup",
@@ -133952,7 +139534,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "FittingSubgroup: for pcp groups",
@@ -133966,7 +139548,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 54
+ "rank": 56
},
{
"comment": "FittingSubgroup: for ac pcp groups",
@@ -133979,7 +139561,7 @@
"Tester(AlmostCrystallographicInfo)"
]
],
- "rank": 49
+ "rank": 51
},
{
"comment": "FittingSubgroup: for pcp groups",
@@ -133991,7 +139573,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "FittingSubgroup: generic method for groups",
@@ -134004,7 +139586,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "FittingSubgroup: fallback method to test conditions",
@@ -134047,6 +139629,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1563
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134088,6 +139674,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1563
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134110,6 +139700,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1604
+ },
"methods": {
"0args": [],
"1args": [
@@ -134121,7 +139715,7 @@
"Tester(PrefrattiniSubgroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "PrefrattiniSubgroup: pcgs computable groups using special pcgs",
@@ -134135,7 +139729,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "PrefrattiniSubgroup: default method requiring categories and checking properties",
@@ -134167,6 +139761,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1604
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134208,6 +139806,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1604
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134230,6 +139832,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1626
+ },
"methods": {
"0args": [],
"1args": [
@@ -134241,7 +139847,7 @@
"Tester(FrattiniSubgroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "FrattiniSubgroup: handled by nice monomorphism: Subgroup",
@@ -134254,7 +139860,20 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
+ },
+ {
+ "comment": "FrattiniSubgroup: method for trivial groups",
+ "filters": [
+ [
+ "IsTrivial",
+ "Tester(IsTrivial)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 71
},
{
"comment": "FrattiniSubgroup: for permgrp",
@@ -134280,7 +139899,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "FrattiniSubgroup: for pcp groups",
@@ -134292,7 +139911,33 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
+ },
+ {
+ "comment": "FrattiniSubgroup: for abelian groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsCommutative",
+ "Tester(IsCommutative)"
+ ]
+ ],
+ "rank": 43
+ },
+ {
+ "comment": "FrattiniSubgroup: for nilpotent groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
+ ]
+ ],
+ "rank": 41
},
{
"comment": "FrattiniSubgroup: Using radical",
@@ -134303,7 +139948,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "FrattiniSubgroup: generic method for groups",
@@ -134314,7 +139959,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "FrattiniSubgroup: default method requiring categories and checking properties",
@@ -134346,6 +139991,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1626
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134387,6 +140036,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1626
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134409,6 +140062,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1640
+ },
"methods": {
"0args": [],
"1args": [
@@ -134420,7 +140077,7 @@
"Tester(InvariantForm)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "InvariantForm: default method requiring categories and checking properties",
@@ -134452,6 +140109,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1640
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134493,6 +140154,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1640
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134515,6 +140180,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1661
+ },
"methods": {
"0args": [],
"1args": [
@@ -134526,7 +140195,7 @@
"Tester(JenningsSeries)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "JenningsSeries: handled by nice monomorphism: GroupSeries",
@@ -134539,7 +140208,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "JenningsSeries: generic method for groups",
@@ -134550,7 +140219,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "JenningsSeries: default method requiring categories and checking properties",
@@ -134582,6 +140251,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1661
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134623,6 +140296,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1661
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134645,6 +140322,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1682
+ },
"methods": {
"0args": [],
"1args": [
@@ -134656,7 +140337,7 @@
"Tester(LowerCentralSeriesOfGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "LowerCentralSeriesOfGroup: handled by nice monomorphism: GroupSeries",
@@ -134669,7 +140350,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "LowerCentralSeriesOfGroup: for permgrp",
@@ -134693,7 +140374,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "LowerCentralSeriesOfGroup: fp group",
@@ -134702,7 +140383,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "LowerCentralSeriesOfGroup: generic method for groups",
@@ -134713,7 +140394,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "LowerCentralSeriesOfGroup: default method requiring categories and checking properties",
@@ -134745,6 +140426,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1682
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134786,6 +140471,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1682
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134808,6 +140497,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1701
+ },
"methods": {
"0args": [],
"1args": [
@@ -134819,7 +140512,7 @@
"Tester(NilpotencyClassOfGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NilpotencyClassOfGroup: generic",
@@ -134830,7 +140523,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NilpotencyClassOfGroup: default method requiring categories and checking properties",
@@ -134862,6 +140555,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1701
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134903,6 +140600,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1701
+ },
"methods": {
"0args": [],
"1args": [],
@@ -134925,6 +140626,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1723
+ },
"methods": {
"0args": [],
"1args": [
@@ -134936,7 +140641,46 @@
"Tester(MaximalNormalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
+ },
+ {
+ "comment": "MaximalNormalSubgroups: for simple groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsSimpleGroup",
+ "Tester(IsSimpleGroup)"
+ ]
+ ],
+ "rank": 10037
+ },
+ {
+ "comment": "MaximalNormalSubgroups: for solvable groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsCommutative",
+ "Tester(IsCommutative)"
+ ]
+ ],
+ "rank": 43
+ },
+ {
+ "comment": "MaximalNormalSubgroups: for solvable groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsSolvableGroup",
+ "Tester(IsSolvableGroup)"
+ ]
+ ],
+ "rank": 37
},
{
"comment": "MaximalNormalSubgroups: generic search",
@@ -134947,7 +140691,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "MaximalNormalSubgroups: default method requiring categories and checking properties",
@@ -134979,6 +140723,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1723
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135020,6 +140768,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1723
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135042,6 +140794,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1737
+ },
"methods": {
"0args": [],
"1args": [
@@ -135053,7 +140809,7 @@
"Tester(NormalMaximalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NormalMaximalSubgroups: pcgs computable groups using special pcgs",
@@ -135067,7 +140823,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "NormalMaximalSubgroups: for pcp groups",
@@ -135079,7 +140835,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "NormalMaximalSubgroups: default method requiring categories and checking properties",
@@ -135111,6 +140867,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1737
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135152,6 +140912,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1737
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135174,6 +140938,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1759
+ },
"methods": {
"0args": [],
"1args": [
@@ -135185,7 +140953,20 @@
"Tester(MinimalNormalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
+ },
+ {
+ "comment": "MinimalNormalSubgroups: for simple groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsSimpleGroup",
+ "Tester(IsSimpleGroup)"
+ ]
+ ],
+ "rank": 10037
},
{
"comment": "MinimalNormalSubgroups: handled by nice monomorphism",
@@ -135200,10 +140981,10 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 376
+ "rank": 378
},
{
- "comment": "MinimalNormalSubgroups: for solvable groups: use AbelianMinimalNormalSubgroups",
+ "comment": "MinimalNormalSubgroups: for soluble groups: use AbelianMinimalNormalSubgroups",
"filters": [
[
"IsFinite",
@@ -135215,7 +140996,18 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 48
+ "rank": 50
+ },
+ {
+ "comment": "MinimalNormalSubgroups: redispatch if group is finite or soluble",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 49
},
{
"comment": "MinimalNormalSubgroups: generic search in NormalSubgroups",
@@ -135229,7 +141021,20 @@
"Tester(NormalSubgroups)"
]
],
- "rank": 43
+ "rank": 45
+ },
+ {
+ "comment": "MinimalNormalSubgroups: for nilpotent groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
+ ]
+ ],
+ "rank": 44
},
{
"comment": "MinimalNormalSubgroups: compute from conjugacy classes",
@@ -135242,7 +141047,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "MinimalNormalSubgroups: fallback method to test conditions",
@@ -135285,6 +141090,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1759
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135326,6 +141135,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1759
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135348,6 +141161,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1784
+ },
"methods": {
"0args": [],
"1args": [
@@ -135359,7 +141176,7 @@
"Tester(NormalSubgroups)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NormalSubgroups: via nice monomorphism",
@@ -135374,7 +141191,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 379
+ "rank": 381
},
{
"comment": "NormalSubgroups: handled by nice monomorphism: subgroups",
@@ -135387,10 +141204,10 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
- "comment": "NormalSubgroups: fallback method to test conditions",
+ "comment": "NormalSubgroups: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -135401,7 +141218,7 @@
"rank": 66
},
{
- "comment": "NormalSubgroups: normal complement method for solvable perm groups",
+ "comment": "NormalSubgroups: normal complement method for soluble perm groups",
"filters": [
[
"CategoryCollections(IsPerm)",
@@ -135439,7 +141256,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "NormalSubgroups: normal complement method for pc groups",
@@ -135475,7 +141292,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "NormalSubgroups: generic class union",
@@ -135486,7 +141303,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NormalSubgroups: default method requiring categories and checking properties",
@@ -135518,6 +141335,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1784
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135559,6 +141380,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1784
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135586,6 +141411,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1820
+ },
"methods": {
"0args": [],
"1args": [
@@ -135597,7 +141426,7 @@
"Tester(NrConjugacyClasses)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NrConjugacyClasses: for natural SL",
@@ -135616,7 +141445,7 @@
"Tester(IsNaturalSL)"
]
],
- "rank": 397
+ "rank": 399
},
{
"comment": "NrConjugacyClasses: for natural SU",
@@ -135637,7 +141466,7 @@
"Tester(IsFullSubgroupGLorSLRespectingSesquilinearForm)"
]
],
- "rank": 395
+ "rank": 397
},
{
"comment": "NrConjugacyClasses: for natural GL",
@@ -135656,7 +141485,7 @@
"Tester(IsNaturalGL)"
]
],
- "rank": 395
+ "rank": 397
},
{
"comment": "NrConjugacyClasses: for GU(n,q)",
@@ -135675,7 +141504,7 @@
"Tester(IsFullSubgroupGLorSLRespectingSesquilinearForm)"
]
],
- "rank": 393
+ "rank": 395
},
{
"comment": "NrConjugacyClasses: handled by nice monomorphism: Attribute",
@@ -135688,7 +141517,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "NrConjugacyClasses",
@@ -135701,7 +141530,7 @@
"Tester(ConjugacyClasses)"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "NrConjugacyClasses: for a group with known ordinary character table",
@@ -135713,7 +141542,7 @@
"Tester(OrdinaryCharacterTable)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "NrConjugacyClasses: generic method for groups",
@@ -135724,7 +141553,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NrConjugacyClasses: for an ordinary character table with underlying group",
@@ -135801,6 +141630,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1820
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135842,6 +141675,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1820
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135935,6 +141772,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1848
+ },
"methods": {
"0args": [],
"1args": [],
@@ -135952,7 +141793,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "Omega",
@@ -135987,7 +141828,7 @@
"IsPosRat"
]
],
- "rank": 71
+ "rank": 73
},
{
"comment": "Omega",
@@ -136070,6 +141911,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1851
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136092,7 +141937,7 @@
"IsPosRat"
]
],
- "rank": 71
+ "rank": 73
}
],
"4args": [],
@@ -136112,6 +141957,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1852
+ },
"methods": {
"0args": [],
"1args": [
@@ -136123,7 +141972,7 @@
"Tester(ComputedOmegas)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedOmegas",
@@ -136134,7 +141983,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ComputedOmegas: default method requiring categories and checking properties",
@@ -136166,6 +142015,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1852
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136207,6 +142060,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1852
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136237,6 +142094,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1878
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136258,7 +142119,7 @@
"IsPosRat"
]
],
- "rank": 79
+ "rank": 81
}
],
"4args": [],
@@ -136278,6 +142139,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1879
+ },
"methods": {
"0args": [],
"1args": [
@@ -136289,7 +142154,7 @@
"Tester(ComputedAgemos)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedAgemos",
@@ -136300,7 +142165,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ComputedAgemos: default method requiring categories and checking properties",
@@ -136332,6 +142197,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1879
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136373,6 +142242,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1879
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136395,6 +142268,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1902
+ },
"methods": {
"0args": [],
"1args": [
@@ -136406,7 +142283,7 @@
"Tester(RadicalGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "RadicalGroup: TF method, use tree",
@@ -136420,7 +142297,7 @@
"Tester(FittingFreeLiftSetup)"
]
],
- "rank": 429
+ "rank": 433
},
{
"comment": "RadicalGroup: handled by nice monomorphism: Subgroup",
@@ -136433,7 +142310,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "RadicalGroup: solvable group is its own radical",
@@ -136446,7 +142323,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 135
+ "rank": 137
},
{
"comment": "RadicalGroup: for a permutation group",
@@ -136471,7 +142348,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "RadicalGroup: fallback method to test conditions",
@@ -136514,6 +142391,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1902
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136555,6 +142436,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1902
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136577,6 +142462,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1926
+ },
"methods": {
"0args": [],
"1args": [
@@ -136588,7 +142477,7 @@
"Tester(RationalClasses)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "RationalClasses: via niceomorphism",
@@ -136601,7 +142490,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "RationalClasses: use classes",
@@ -136612,7 +142501,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "RationalClasses: trial",
@@ -136623,7 +142512,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "RationalClasses: default method requiring categories and checking properties",
@@ -136655,6 +142544,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1926
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136696,6 +142589,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1926
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136716,6 +142613,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1956
+ },
"methods": {
"0args": [],
"1args": [
@@ -136743,7 +142644,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 388
+ "rank": 390
},
{
"comment": "GeneratorsSmallest: perm group via minimal stab chain",
@@ -136776,7 +142677,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "GeneratorsSmallest: generic method for groups",
@@ -136787,7 +142688,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "GeneratorsSmallest: for a free monoid",
@@ -136828,6 +142729,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1956
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136867,6 +142772,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1956
+ },
"methods": {
"0args": [],
"1args": [],
@@ -136889,6 +142798,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1974
+ },
"methods": {
"0args": [],
"1args": [
@@ -136900,7 +142813,7 @@
"Tester(LargestElementGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "LargestElementGroup: matrix group via niceo",
@@ -136916,7 +142829,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 388
+ "rank": 390
},
{
"comment": "LargestElementGroup: perm group via minimal stab chain",
@@ -136939,7 +142852,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "LargestElementGroup: default method requiring categories and checking properties",
@@ -136971,6 +142884,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1974
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137012,6 +142929,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 1974
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137034,6 +142955,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2010
+ },
"methods": {
"0args": [],
"1args": [
@@ -137045,7 +142970,7 @@
"Tester(MinimalGeneratingSet)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "MinimalGeneratingSet",
@@ -137058,7 +142983,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 367
+ "rank": 369
},
{
"comment": "MinimalGeneratingSet: cyclic groups",
@@ -137073,7 +142998,7 @@
"Tester(IsCyclic)"
]
],
- "rank": 114
+ "rank": 116
},
{
"comment": "MinimalGeneratingSet: compute via Smith normal form",
@@ -137087,7 +143012,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 91
+ "rank": 93
},
{
"comment": "MinimalGeneratingSet: pcgs computable groups using special pcgs",
@@ -137127,7 +143052,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "MinimalGeneratingSet: solvable group via pc",
@@ -137138,7 +143063,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "MinimalGeneratingSet: fallback method to inform user",
@@ -137177,6 +143102,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2010
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137218,6 +143147,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2010
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137240,6 +143173,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2035
+ },
"methods": {
"0args": [],
"1args": [
@@ -137251,7 +143188,7 @@
"Tester(SmallGeneratingSet)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "SmallGeneratingSet",
@@ -137264,7 +143201,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 367
+ "rank": 369
},
{
"comment": "SmallGeneratingSet: using minimal generating set",
@@ -137316,7 +143253,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "SmallGeneratingSet: generators subset",
@@ -137328,7 +143265,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "SmallGeneratingSet: default method requiring categories and checking properties",
@@ -137360,6 +143297,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2035
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137401,6 +143342,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2035
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137423,6 +143368,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2058
+ },
"methods": {
"0args": [],
"1args": [
@@ -137434,7 +143383,7 @@
"Tester(SupersolvableResiduum)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "SupersolvableResiduum: method for finite groups (call `SupersolvableResiduumDefault')",
@@ -137447,7 +143396,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "SupersolvableResiduum: default method requiring categories and checking properties",
@@ -137479,6 +143428,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2058
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137520,6 +143473,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2058
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137542,6 +143499,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2118
+ },
"methods": {
"0args": [],
"1args": [
@@ -137553,7 +143514,7 @@
"Tester(ComplementSystem)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComplementSystem: generic method for finite groups",
@@ -137566,7 +143527,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "ComplementSystem: default method requiring categories and checking properties",
@@ -137598,6 +143559,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2118
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137639,6 +143604,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2118
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137661,6 +143630,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2146
+ },
"methods": {
"0args": [],
"1args": [
@@ -137672,7 +143645,7 @@
"Tester(SylowSystem)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "SylowSystem: generic method for finite groups",
@@ -137685,7 +143658,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "SylowSystem: default method requiring categories and checking properties",
@@ -137717,6 +143690,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2146
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137758,6 +143735,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2146
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137780,6 +143761,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2174
+ },
"methods": {
"0args": [],
"1args": [
@@ -137791,7 +143776,7 @@
"Tester(HallSystem)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "HallSystem: test whether finite group is solvable",
@@ -137804,7 +143789,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "HallSystem: default method requiring categories and checking properties",
@@ -137836,6 +143821,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2174
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137877,6 +143866,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2174
+ },
"methods": {
"0args": [],
"1args": [],
@@ -137899,6 +143892,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2216
+ },
"methods": {
"0args": [],
"1args": [
@@ -137910,7 +143907,46 @@
"Tester(Socle)"
]
],
- "rank": 20035
+ "rank": 20037
+ },
+ {
+ "comment": "Socle: for elementary abelian groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsElementaryAbelian",
+ "Tester(IsElementaryAbelian)"
+ ]
+ ],
+ "rank": 10047
+ },
+ {
+ "comment": "Socle: for nilpotent groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
+ ]
+ ],
+ "rank": 10041
+ },
+ {
+ "comment": "Socle: for simple groups",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsSimpleGroup",
+ "Tester(IsSimpleGroup)"
+ ]
+ ],
+ "rank": 10037
},
{
"comment": "Socle",
@@ -137945,30 +143981,30 @@
"rank": 58
},
{
- "comment": "Socle: for finite nilpotent groups",
+ "comment": "Socle: for finite soluble group, via SolubleSocle",
"filters": [
[
+ "IsFinite",
+ "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)"
+ "Tester(IsAssociative)",
+ "IsSolvableGroup",
+ "Tester(IsSolvableGroup)"
]
],
- "rank": 53
+ "rank": 50
},
{
- "comment": "Socle: for finite soluble group, via SolvableSocle",
+ "comment": "Socle: redispatch if group is finite or soluble",
"filters": [
[
- "IsFinite",
- "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
- "Tester(IsAssociative)",
- "IsSolvableGroup",
- "Tester(IsSolvableGroup)"
+ "Tester(IsAssociative)"
]
],
- "rank": 48
+ "rank": 49
},
{
"comment": "Socle: for p-groups",
@@ -137978,7 +144014,7 @@
"Tester(IsPGroup)"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "Socle: from normal subgroups",
@@ -137989,7 +144025,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "Socle: fallback method to test conditions",
@@ -138032,6 +144068,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2216
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138073,6 +144113,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2216
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138095,6 +144139,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2237
+ },
"methods": {
"0args": [],
"1args": [
@@ -138106,7 +144154,7 @@
"Tester(UpperCentralSeriesOfGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "UpperCentralSeriesOfGroup: handled by nice monomorphism: GroupSeries",
@@ -138119,7 +144167,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 368
+ "rank": 370
},
{
"comment": "UpperCentralSeriesOfGroup",
@@ -138131,7 +144179,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "UpperCentralSeriesOfGroup: generic method for groups",
@@ -138142,7 +144190,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "UpperCentralSeriesOfGroup: default method requiring categories and checking properties",
@@ -138174,6 +144222,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2237
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138215,6 +144267,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2237
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138241,6 +144297,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2274
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138259,7 +144319,7 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
"comment": "EulerianFunction: pcgs computable groups using special pcgs",
@@ -138275,7 +144335,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "EulerianFunction: fallback method to test conditions",
@@ -138331,6 +144391,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2311
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138367,7 +144431,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -138433,6 +144497,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2328
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138478,6 +144546,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2381
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138498,7 +144570,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 10068
+ "rank": 10072
},
{
"comment": "ClosureGroup: method for group that contains the whole family",
@@ -138514,7 +144586,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 10040
+ "rank": 10042
},
{
"comment": "ClosureGroup: handled by nice monomorphism:group CollColl",
@@ -138534,7 +144606,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "ClosureGroup: by niceo",
@@ -138550,7 +144622,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 373
+ "rank": 375
},
{
"comment": "ClosureGroup: permgroup, elements",
@@ -138584,37 +144656,37 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
- "comment": "ClosureGroup: empty list",
+ "comment": "ClosureGroup: for subgroup of fp group, and subgroup",
"filters": [
[
- "CategoryCollections(IsPerm)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "Tester(ParentAttr)",
+ "IsSubgroupFpGroup"
],
[
- "IsList",
- "IsEmpty",
- "Tester(IsEmpty)"
+ "IsSubgroupFpGroup"
]
],
"rank": 75
},
{
- "comment": "ClosureGroup: for subgroup of fp group, and subgroup",
+ "comment": "ClosureGroup: empty list",
"filters": [
[
- "Tester(ParentAttr)",
- "IsSubgroupFpGroup"
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
],
[
- "IsSubgroupFpGroup"
+ "IsList",
+ "IsEmpty",
+ "Tester(IsEmpty)"
]
],
- "rank": 71
+ "rank": 75
},
{
"comment": "ClosureGroup: groups with home pcgs",
@@ -138632,35 +144704,35 @@
"Tester(HomePcgs)"
]
],
- "rank": 68
+ "rank": 72
},
{
- "comment": "ClosureGroup: permgroup, element",
+ "comment": "ClosureGroup: generic method for two groups",
"filters": [
[
- "CategoryCollections(IsPerm)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)"
],
[
- "IsPerm"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
- "comment": "ClosureGroup: generic method for two groups",
+ "comment": "ClosureGroup: permgroup, element",
"filters": [
[
+ "CategoryCollections(IsPerm)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)"
],
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsPerm"
]
],
"rank": 66
@@ -138676,7 +144748,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "ClosureGroup: AffineCrystGroupOnRight method for group and element",
@@ -138689,7 +144761,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "ClosureGroup: for group and empty element list",
@@ -138705,7 +144777,7 @@
"Tester(IsEmpty)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "ClosureGroup: subgrp fp: Has coset table",
@@ -138719,7 +144791,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "ClosureGroup: subgrp fp: by quotient subgroup",
@@ -138733,7 +144805,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "ClosureGroup: groups with home pcgs",
@@ -138748,7 +144820,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "ClosureGroup: groups with cheap membership test",
@@ -138763,7 +144835,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "ClosureGroup: generic method for group and element",
@@ -138777,7 +144849,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "ClosureGroup: for group and element list",
@@ -138791,7 +144863,7 @@
"IsCollection"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "ClosureGroup: fallback method to test conditions",
@@ -138912,6 +144984,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2463
+ },
"methods": {
"0args": [],
"1args": [],
@@ -138934,7 +145010,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "CommutatorSubgroup: permgroups",
@@ -138970,7 +145046,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "CommutatorSubgroup: normal subgroup with whole fp group",
@@ -138984,7 +145060,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "CommutatorSubgroup: whole fp group with normal subgroup",
@@ -138998,7 +145074,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "CommutatorSubgroup: normal subgroup with whole fp group",
@@ -139010,7 +145086,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
+ "rank": 74
},
{
"comment": "CommutatorSubgroup: groups with home pcgs",
@@ -139028,7 +145104,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "CommutatorSubgroup: generic method for two groups",
@@ -139044,7 +145120,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -139066,6 +145142,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2488
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139085,7 +145165,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 374
+ "rank": 376
},
{
"comment": "ConjugateGroup: <P>, <g>",
@@ -139113,7 +145193,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "ConjugateGroup: method for AffineCrystGroupOnRight and element",
@@ -139126,7 +145206,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 58
+ "rank": 60
},
{
"comment": "ConjugateGroup: subgroups of fp group with coset table",
@@ -139139,7 +145219,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "ConjugateGroup: subgroups of fp group by quotient",
@@ -139152,7 +145232,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "ConjugateGroup: groups with home pcgs",
@@ -139167,7 +145247,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 39
+ "rank": 41
},
{
"comment": "ConjugateGroup: <G>, <g>",
@@ -139181,7 +145261,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -139206,6 +145286,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2515
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139223,7 +145307,7 @@
"IsMultiplicativeElementWithInverse"
]
],
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+ "rank": 41
},
{
"comment": "ConjugateSubgroup: for group without parent",
@@ -139237,7 +145321,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -139263,6 +145347,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2533
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139283,7 +145371,7 @@
"Tester(HomePcgs)"
]
],
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+ "rank": 72
},
{
"comment": "ConjugateSubgroups: generic",
@@ -139299,7 +145387,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -139325,6 +145413,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2558
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139347,7 +145439,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "CoreOp: subgroups of fp group by quotient",
@@ -139360,7 +145452,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 71
+ "rank": 75
},
{
"comment": "CoreOp: subgroups of fp group: use quotient rep",
@@ -139372,7 +145464,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
+ "rank": 74
},
{
"comment": "CoreOp: pcgs computable groups",
@@ -139389,7 +145481,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 67
+ "rank": 71
},
{
"comment": "CoreOp: generic method for two groups",
@@ -139405,7 +145497,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -139426,6 +145518,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2558
+ },
"methods": {
"0args": [],
"1args": [
@@ -139437,7 +145533,7 @@
"Tester(CoreInParent)"
]
],
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+ "rank": 20037
},
{
"comment": "CoreInParent: method that calls the two-argument operation CoreOp",
@@ -139449,7 +145545,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "CoreInParent: default method requiring categories and checking properties",
@@ -139481,6 +145577,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2558
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139522,6 +145622,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2558
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139549,6 +145653,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2558
+ },
"methods": {
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"1args": [],
@@ -139567,7 +145675,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
}
],
"3args": [],
@@ -139593,6 +145701,10 @@
]
]
],
+ "location": {
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+ "line": 2624
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139608,7 +145720,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 71
+ "rank": 75
}
],
"3args": [],
@@ -139634,6 +145746,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2640
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139649,7 +145765,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 71
+ "rank": 75
}
],
"3args": [],
@@ -139675,6 +145791,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2673
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139695,7 +145815,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "FactorGroupNC: generic method for two groups",
@@ -139711,7 +145831,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -139746,6 +145866,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2690
+ },
"methods": {
"0args": [],
"1args": [
@@ -139758,7 +145882,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 35
}
],
"2args": [
@@ -139778,7 +145902,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
}
],
"3args": [],
@@ -139812,6 +145936,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2720
+ },
"methods": {
"0args": [],
"1args": [],
@@ -139834,7 +145962,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "IndexOp: AffineCrystGroupOnLeft",
@@ -139848,7 +145976,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "IndexOp: AffineCrystGroupOnRight",
@@ -139862,7 +145990,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "IndexOp: for free groups",
@@ -139902,7 +146030,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "IndexOp: for finitely presented group in whole group",
@@ -139916,7 +146044,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "IndexOp: generic method for two groups",
@@ -139932,7 +146060,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "IndexOp: for two character tables",
@@ -140015,6 +146143,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2720
+ },
"methods": {
"0args": [],
"1args": [
@@ -140026,7 +146158,7 @@
"Tester(IndexInParent)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IndexInParent: method that calls the two-argument operation IndexOp",
@@ -140038,7 +146170,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IndexInParent: default method requiring categories and checking properties",
@@ -140070,6 +146202,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2720
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140111,6 +146247,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2720
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140146,6 +146286,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2720
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140164,7 +146308,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
},
{
"comment": "Index: for two character tables",
@@ -140210,6 +146354,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2722
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140232,7 +146380,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 747
+ "rank": 751
},
{
"comment": "IndexNC: handled by nice monomorphism: attribute CollColl",
@@ -140252,7 +146400,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "IndexNC: AffineCrystGroupOnLeft",
@@ -140266,7 +146414,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "IndexNC: AffineCrystGroupOnRight",
@@ -140280,7 +146428,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "IndexNC: for free groups",
@@ -140320,7 +146468,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "IndexNC: for finitely presented groups",
@@ -140332,7 +146480,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
+ "rank": 74
},
{
"comment": "IndexNC: generic method for two groups (the second one being finite)",
@@ -140348,7 +146496,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "IndexNC: for two character tables",
@@ -140405,6 +146553,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2741
+ },
"methods": {
"0args": [],
"1args": [
@@ -140416,7 +146568,7 @@
"Tester(IndexInWholeGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IndexInWholeGroup: for a free group",
@@ -140441,7 +146593,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "IndexInWholeGroup: subgroup fp by quotient",
@@ -140451,7 +146603,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "IndexInWholeGroup: subgroup fp",
@@ -140460,7 +146612,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "IndexInWholeGroup: default method requiring categories and checking properties",
@@ -140492,6 +146644,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2741
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140533,6 +146689,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2741
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140557,6 +146717,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2771
+ },
"methods": {
"0args": [],
"1args": [
@@ -140568,7 +146732,7 @@
"Tester(IndependentGeneratorsOfAbelianGroup)"
]
],
- "rank": 20043
+ "rank": 20045
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: for groups of FFE",
@@ -140608,7 +146772,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 57
+ "rank": 59
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: Use Pcgs and NormalFormIntMat to find the independent generators",
@@ -140622,7 +146786,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 45
+ "rank": 47
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: For abelian fpgroup, use Smith normal form",
@@ -140634,7 +146798,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: for direct products",
@@ -140648,7 +146812,7 @@
"Tester(DirectProductInfo)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: finite abelian group",
@@ -140661,7 +146825,7 @@
"Tester(IsCommutative)"
]
],
- "rank": 41
+ "rank": 43
},
{
"comment": "IndependentGeneratorsOfAbelianGroup: default method requiring categories and checking properties",
@@ -140695,6 +146859,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2771
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140738,6 +146906,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2771
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140765,6 +146937,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2804
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140799,7 +146975,7 @@
"IsPcpElement"
]
],
- "rank": 63
+ "rank": 65
},
{
"comment": "IndependentGeneratorExponents: for direct products",
@@ -140817,7 +146993,7 @@
"IsDirectProductElement"
]
],
- "rank": 57
+ "rank": 59
},
{
"comment": "IndependentGeneratorExponents",
@@ -140833,7 +147009,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 46
+ "rank": 48
}
],
"3args": [],
@@ -140856,6 +147032,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2840
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140883,7 +147063,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 144
+ "rank": 150
},
{
"comment": "IsConjugate: subgroups",
@@ -140904,7 +147084,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 99
+ "rank": 105
},
{
"comment": "IsConjugate: for a pcp group",
@@ -140922,7 +147102,7 @@
"IsPcpElement"
]
],
- "rank": 60
+ "rank": 62
},
{
"comment": "IsConjugate: group elements",
@@ -140939,7 +147119,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 43
+ "rank": 45
}
],
"4args": [],
@@ -140964,6 +147144,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2866
+ },
"methods": {
"0args": [],
"1args": [],
@@ -140986,7 +147170,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "IsNormalOp: for pcp groups",
@@ -141004,7 +147188,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 92
+ "rank": 96
},
{
"comment": "IsNormalOp: subgroups of fp group by quot. rep in full fp grp.",
@@ -141019,7 +147203,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 74
+ "rank": 78
},
{
"comment": "IsNormalOp: generic method for two groups",
@@ -141035,7 +147219,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -141056,6 +147240,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2866
+ },
"methods": {
"0args": [],
"1args": [
@@ -141067,7 +147255,7 @@
"Tester(IsNormalInParent)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsNormalInParent: method that calls the two-argument operation IsNormalOp",
@@ -141079,7 +147267,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsNormalInParent: default method requiring categories and checking properties",
@@ -141113,6 +147301,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2866
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141154,6 +147346,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2866
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141181,6 +147377,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2866
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141199,7 +147399,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
}
],
"3args": [],
@@ -141225,6 +147425,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2887
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141243,7 +147447,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -141268,6 +147472,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141286,7 +147494,7 @@
"IsPosRat"
]
],
- "rank": 70
+ "rank": 72
},
{
"comment": "IsPNilpotentOp: check if p divides order of hypocentre",
@@ -141303,7 +147511,7 @@
"IsPosRat"
]
],
- "rank": 61
+ "rank": 63
},
{
"comment": "IsPNilpotentOp: fallback method to test conditions",
@@ -141339,6 +147547,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [
@@ -141350,7 +147562,7 @@
"Tester(ComputedIsPNilpotents)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedIsPNilpotents: default method",
@@ -141361,7 +147573,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedIsPNilpotents: default method requiring categories and checking properties",
@@ -141393,6 +147605,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141434,6 +147650,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141460,6 +147680,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141477,7 +147701,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -141502,6 +147726,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141519,7 +147747,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -141545,6 +147773,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2904
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141564,7 +147796,7 @@
],
[]
],
- "rank": 51
+ "rank": 53
}
],
"4args": [],
@@ -141588,6 +147820,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141609,7 +147845,7 @@
"IsPosRat"
]
],
- "rank": 10065
+ "rank": 10067
},
{
"comment": "IsPSolvableOp: generic method: build descending series with abelian or p'-factors",
@@ -141626,7 +147862,7 @@
"IsPosRat"
]
],
- "rank": 61
+ "rank": 63
},
{
"comment": "IsPSolvableOp: fallback method to test conditions",
@@ -141662,6 +147898,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [
@@ -141673,7 +147913,7 @@
"Tester(ComputedIsPSolvables)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedIsPSolvables: default method",
@@ -141684,7 +147924,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedIsPSolvables: default method requiring categories and checking properties",
@@ -141716,6 +147956,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141757,6 +148001,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141783,6 +148031,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141800,7 +148052,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -141825,6 +148077,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141842,7 +148098,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -141868,6 +148124,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2923
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141887,7 +148147,7 @@
],
[]
],
- "rank": 51
+ "rank": 53
}
],
"4args": [],
@@ -141912,6 +148172,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 2983
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141930,7 +148194,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -141956,6 +148220,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3007
+ },
"methods": {
"0args": [],
"1args": [],
@@ -141978,7 +148246,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "NormalClosureOp: subgroup of perm group",
@@ -142014,7 +148282,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "NormalClosureOp: whole fp group with normal subgroup",
@@ -142028,7 +148296,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "NormalClosureOp: groups with home pcgs",
@@ -142046,7 +148314,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "NormalClosureOp: generic method for two groups",
@@ -142062,7 +148330,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "NormalClosureOp: fallback method to test conditions",
@@ -142107,6 +148375,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3007
+ },
"methods": {
"0args": [],
"1args": [
@@ -142118,7 +148390,7 @@
"Tester(NormalClosureInParent)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NormalClosureInParent: method that calls the two-argument operation NormalClosureOp",
@@ -142130,7 +148402,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NormalClosureInParent: default method requiring categories and checking properties",
@@ -142162,6 +148434,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3007
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142203,6 +148479,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3007
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142230,6 +148510,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3007
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142248,7 +148532,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
}
],
"3args": [],
@@ -142274,6 +148558,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3030
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142296,7 +148584,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "NormalIntersection: for pcp groups",
@@ -142314,7 +148602,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "NormalIntersection: method for two groups with home pcgs",
@@ -142332,7 +148620,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "NormalIntersection: generic method for two groups",
@@ -142348,7 +148636,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -142370,6 +148658,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3064
+ },
"methods": {
"0args": [],
"1args": [
@@ -142402,7 +148694,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "NormalizerOp: subgp of natural alternating group",
@@ -142466,7 +148758,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 106
+ "rank": 110
},
{
"comment": "NormalizerOp: two AffineCrystGroupsOnRight",
@@ -142480,7 +148772,28 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 106
+ "rank": 110
+ },
+ {
+ "comment": "NormalizerOp",
+ "filters": [
+ [
+ "IsNaturalGL",
+ "Tester(IsNaturalGL)",
+ "IsIntegerMatrixGroup",
+ "Tester(IsIntegerMatrixGroup)"
+ ],
+ [
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsNearAdditiveElementWithInverse)))",
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsAdditiveElement)))",
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsMultiplicativeElement)))",
+ "CategoryCollections(CategoryCollections(CategoryCollections(IsCyclotomic)))",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 104
},
{
"comment": "NormalizerOp: for a subgroup of a free group",
@@ -142504,27 +148817,6 @@
],
"rank": 100
},
- {
- "comment": "NormalizerOp",
- "filters": [
- [
- "IsNaturalGL",
- "Tester(IsNaturalGL)",
- "IsIntegerMatrixGroup",
- "Tester(IsIntegerMatrixGroup)"
- ],
- [
- "CategoryCollections(CategoryCollections(CategoryCollections(IsNearAdditiveElementWithInverse)))",
- "CategoryCollections(CategoryCollections(CategoryCollections(IsAdditiveElement)))",
- "CategoryCollections(CategoryCollections(CategoryCollections(IsMultiplicativeElement)))",
- "CategoryCollections(CategoryCollections(CategoryCollections(IsCyclotomic)))",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 100
- },
{
"comment": "NormalizerOp: for a pcp group",
"filters": [
@@ -142541,7 +148833,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "NormalizerOp: in whole group by quot. rep",
@@ -142556,7 +148848,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 74
+ "rank": 78
},
{
"comment": "NormalizerOp: subgroups of fp group by quot. rep",
@@ -142570,7 +148862,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 72
+ "rank": 76
},
{
"comment": "NormalizerOp: subgroups of fp group: find stabilizing cosets",
@@ -142582,7 +148874,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
+ "rank": 74
},
{
"comment": "NormalizerOp: for groups with home pcgs",
@@ -142600,7 +148892,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 69
+ "rank": 73
},
{
"comment": "NormalizerOp: slightly better orbit algorithm for pc groups",
@@ -142618,7 +148910,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 68
+ "rank": 72
},
{
"comment": "NormalizerOp: generic method for two groups",
@@ -142634,7 +148926,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "NormalizerOp: for an element in a free group",
@@ -142665,7 +148957,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "NormalizerOp: fallback method to test conditions",
@@ -142706,6 +148998,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3064
+ },
"methods": {
"0args": [],
"1args": [
@@ -142745,6 +149041,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3064
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142782,6 +149082,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3064
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142805,6 +149109,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3064
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142819,7 +149127,7 @@
],
[]
],
- "rank": 32
+ "rank": 34
}
],
"3args": [
@@ -142871,6 +149179,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3087
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142897,7 +149209,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 101
+ "rank": 107
},
{
"comment": "CentralizerModulo: pcgs computable groups, for elm",
@@ -142918,7 +149230,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "CentralizerModulo: fallback method to test conditions",
@@ -142959,6 +149271,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
"0args": [],
"1args": [],
@@ -142978,7 +149294,7 @@
"IsPosRat"
]
],
- "rank": 387
+ "rank": 389
},
{
"comment": "PCentralSeriesOp: method for pc groups and prime",
@@ -143028,7 +149344,7 @@
"IsPosRat"
]
],
- "rank": 67
+ "rank": 69
},
{
"comment": "PCentralSeriesOp: generic method for group and prime",
@@ -143043,7 +149359,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -143064,6 +149380,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
"0args": [],
"1args": [
@@ -143075,7 +149395,7 @@
"Tester(ComputedPCentralSeriess)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedPCentralSeriess: default method",
@@ -143086,7 +149406,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedPCentralSeriess: default method requiring categories and checking properties",
@@ -143118,6 +149438,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
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"1args": [],
@@ -143159,6 +149483,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
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"1args": [],
@@ -143185,6 +149513,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
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"1args": [
@@ -143197,7 +149529,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
}
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"2args": [
@@ -143214,7 +149546,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -143239,6 +149571,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
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"1args": [],
@@ -143256,7 +149592,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -143282,6 +149618,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3106
+ },
"methods": {
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"1args": [],
@@ -143301,7 +149641,7 @@
],
[]
],
- "rank": 51
+ "rank": 53
}
],
"4args": [],
@@ -143325,6 +149665,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
"methods": {
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"1args": [],
@@ -143343,7 +149687,7 @@
"IsPosRat"
]
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},
{
"comment": "PRumpOp: generic method for group and prime",
@@ -143358,7 +149702,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -143379,6 +149723,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
"methods": {
"0args": [],
"1args": [
@@ -143390,7 +149738,7 @@
"Tester(ComputedPRumps)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedPRumps: default method",
@@ -143401,7 +149749,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedPRumps: default method requiring categories and checking properties",
@@ -143433,6 +149781,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
"methods": {
"0args": [],
"1args": [],
@@ -143474,6 +149826,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
"methods": {
"0args": [],
"1args": [],
@@ -143500,6 +149856,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
"methods": {
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"1args": [],
@@ -143517,7 +149877,7 @@
"IsPosRat"
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- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -143542,6 +149902,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
+ },
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"1args": [],
@@ -143559,7 +149923,7 @@
"IsPosRat"
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],
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+ "rank": 53
}
],
"3args": [],
@@ -143585,6 +149949,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3126
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@@ -143604,7 +149972,7 @@
],
[]
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+ "rank": 53
}
],
"4args": [],
@@ -143628,6 +149996,10 @@
]
]
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"1args": [],
@@ -143647,7 +150019,7 @@
"IsPosRat"
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+ "rank": 389
},
{
"comment": "PCoreOp: for a permutation group, and a positive integer",
@@ -143665,6 +150037,25 @@
],
"rank": 77
},
+ {
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+ "filters": [
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
+ ],
+ [
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+ "IsPosRat"
+ ]
+ ],
+ "rank": 73
+ },
{
"comment": "PCoreOp: generic method for group and prime",
"filters": [
@@ -143678,7 +150069,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -143699,6 +150090,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3151
+ },
"methods": {
"0args": [],
"1args": [
@@ -143710,7 +150105,7 @@
"Tester(ComputedPCores)"
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],
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},
{
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@@ -143721,7 +150116,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedPCores: default method requiring categories and checking properties",
@@ -143753,6 +150148,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3151
+ },
"methods": {
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"1args": [],
@@ -143794,6 +150193,10 @@
]
]
],
+ "location": {
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+ "line": 3151
+ },
"methods": {
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"1args": [],
@@ -143820,6 +150223,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3151
+ },
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"1args": [],
@@ -143837,7 +150244,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -143862,6 +150269,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3151
+ },
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"1args": [],
@@ -143879,7 +150290,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -143905,6 +150316,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3151
+ },
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"1args": [],
@@ -143924,7 +150339,7 @@
],
[]
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}
],
"4args": [],
@@ -143949,6 +150364,10 @@
]
]
],
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"1args": [],
@@ -143971,7 +150390,7 @@
"Tester(IsHandledByNiceMonomorphism)"
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{
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@@ -143987,7 +150406,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -144008,6 +150427,10 @@
]
]
],
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+ "line": 3175
+ },
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@@ -144019,7 +150442,7 @@
"Tester(SubnormalSeriesInParent)"
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{
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@@ -144031,7 +150454,7 @@
"Tester(IsAssociative)"
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],
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+ "rank": 35
},
{
"comment": "SubnormalSeriesInParent: default method requiring categories and checking properties",
@@ -144063,6 +150486,10 @@
[]
]
],
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+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3175
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144104,6 +150531,10 @@
]
]
],
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+ "line": 3175
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144131,6 +150562,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3175
+ },
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"1args": [],
@@ -144149,7 +150584,7 @@
"Tester(IsAssociative)"
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],
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}
],
"3args": [],
@@ -144174,6 +150609,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -144199,7 +150638,7 @@
"IsPosRat"
]
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},
{
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@@ -144216,7 +150655,7 @@
"IsPosRat"
]
],
- "rank": 387
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},
{
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@@ -144234,7 +150673,7 @@
"IsPosRat"
]
],
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},
{
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@@ -144281,37 +150720,39 @@
"rank": 77
},
{
- "comment": "SylowSubgroupOp",
+ "comment": "SylowSubgroupOp: method for a nilpotent group, and a prime",
"filters": [
[
+ "IsFinite",
+ "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "CategoryCollections(IsPcpElement)"
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
],
[
"IsInt",
"IsPosRat"
]
],
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+ "rank": 73
},
{
- "comment": "SylowSubgroupOp: method for a nilpotent group, and a prime",
+ "comment": "SylowSubgroupOp",
"filters": [
[
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "IsNilpotentGroup",
- "Tester(IsNilpotentGroup)"
+ "CategoryCollections(IsPcpElement)"
],
[
"IsInt",
"IsPosRat"
]
],
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},
{
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@@ -144326,7 +150767,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "SylowSubgroupOp: fallback method to test conditions",
@@ -144366,6 +150807,10 @@
]
]
],
+ "location": {
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+ "line": 3201
+ },
"methods": {
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"1args": [
@@ -144377,7 +150822,7 @@
"Tester(ComputedSylowSubgroups)"
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],
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{
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@@ -144388,7 +150833,7 @@
"Tester(IsAssociative)"
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],
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+ "rank": 34
},
{
"comment": "ComputedSylowSubgroups: default method requiring categories and checking properties",
@@ -144420,6 +150865,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3201
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144461,6 +150910,10 @@
]
]
],
+ "location": {
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+ "line": 3201
+ },
"methods": {
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"1args": [],
@@ -144487,6 +150940,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3201
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"1args": [],
@@ -144504,7 +150961,7 @@
"IsPosRat"
]
],
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}
],
"3args": [],
@@ -144529,6 +150986,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3201
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"1args": [],
@@ -144546,7 +151007,7 @@
"IsPosRat"
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],
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+ "rank": 53
}
],
"3args": [],
@@ -144572,6 +151033,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3201
+ },
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"1args": [],
@@ -144591,7 +151056,7 @@
],
[]
],
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+ "rank": 53
}
],
"4args": [],
@@ -144615,6 +151080,10 @@
]
]
],
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+ "line": 3228
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"1args": [],
@@ -144635,7 +151104,7 @@
"IsPosRat"
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],
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},
{
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@@ -144653,7 +151122,7 @@
"IsPosRat"
]
],
- "rank": 149
+ "rank": 151
},
{
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@@ -144672,10 +151141,10 @@
"IsPosRat"
]
],
- "rank": 65
+ "rank": 67
},
{
- "comment": "SylowComplementOp: fallback method to test conditions",
+ "comment": "SylowComplementOp: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -144738,6 +151207,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
"0args": [],
"1args": [
@@ -144749,7 +151222,7 @@
"Tester(ComputedSylowComplements)"
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],
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+ "rank": 20037
},
{
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@@ -144760,7 +151233,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedSylowComplements: default method requiring categories and checking properties",
@@ -144792,6 +151265,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144833,6 +151310,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144859,6 +151340,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
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"1args": [],
@@ -144876,7 +151361,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -144901,6 +151386,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
"0args": [],
"1args": [],
@@ -144918,7 +151407,7 @@
"IsPosRat"
]
],
- "rank": 51
+ "rank": 53
}
],
"3args": [],
@@ -144944,6 +151433,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3228
+ },
"methods": {
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"1args": [],
@@ -144963,7 +151456,7 @@
],
[]
],
- "rank": 51
+ "rank": 53
}
],
"4args": [],
@@ -144986,6 +151479,10 @@
]
]
],
+ "location": {
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+ "line": 3273
+ },
"methods": {
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"1args": [],
@@ -145005,7 +151502,7 @@
"IsList"
]
],
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+ "rank": 10048
},
{
"comment": "HallSubgroupOp: via niceomorphism",
@@ -145021,7 +151518,25 @@
"IsList"
]
],
- "rank": 370
+ "rank": 372
+ },
+ {
+ "comment": "HallSubgroupOp: method for a nilpotent group",
+ "filters": [
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsNilpotentGroup",
+ "Tester(IsNilpotentGroup)"
+ ],
+ [
+ "IsList"
+ ]
+ ],
+ "rank": 56
},
{
"comment": "HallSubgroupOp: pcgs computable groups using special pcgs",
@@ -145038,7 +151553,7 @@
"IsList"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "HallSubgroupOp: via IsomoprhismPcGroup",
@@ -145056,7 +151571,7 @@
"IsList"
]
],
- "rank": 48
+ "rank": 50
},
{
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@@ -145071,10 +151586,10 @@
"IsList"
]
],
- "rank": 45
+ "rank": 47
},
{
- "comment": "HallSubgroupOp: fallback method to test conditions",
+ "comment": "HallSubgroupOp: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -145134,6 +151649,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
+ },
"methods": {
"0args": [],
"1args": [
@@ -145145,7 +151664,7 @@
"Tester(ComputedHallSubgroups)"
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],
- "rank": 20035
+ "rank": 20037
},
{
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@@ -145156,7 +151675,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 32
+ "rank": 34
},
{
"comment": "ComputedHallSubgroups: default method requiring categories and checking properties",
@@ -145188,6 +151707,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145229,6 +151752,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
+ },
"methods": {
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"1args": [],
@@ -145254,6 +151781,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
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"1args": [],
@@ -145270,7 +151801,7 @@
"IsList"
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+ "rank": 36
}
],
"3args": [],
@@ -145294,6 +151825,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
+ },
"methods": {
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"1args": [],
@@ -145310,7 +151845,7 @@
"IsList"
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],
- "rank": 34
+ "rank": 36
}
],
"3args": [],
@@ -145335,6 +151870,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3273
+ },
"methods": {
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"1args": [],
@@ -145353,7 +151892,7 @@
],
[]
],
- "rank": 34
+ "rank": 36
}
],
"4args": [],
@@ -145363,6 +151902,138 @@
"name": "SetHallSubgroup",
"type": "GAP_Operation"
},
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3312
+ },
+ "methods": {
+ "0args": [],
+ "1args": [
+ {
+ "comment": "NormalHallSubgroups: system getter",
+ "filters": [
+ [
+ "IsAttributeStoringRep",
+ "Tester(NormalHallSubgroups)"
+ ]
+ ],
+ "rank": 20037
+ },
+ {
+ "comment": "NormalHallSubgroups: by normal closure of Sylow subgroups",
+ "filters": [
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+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
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+ ]
+ ],
+ "rank": 47
+ },
+ {
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+ "filters": [
+ [
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+ ]
+ ],
+ "rank": 0
+ }
+ ],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "NormalHallSubgroups",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ []
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3312
+ },
+ "methods": {
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+ "1args": [],
+ "2args": [
+ {
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+ "filters": [
+ [
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+ ],
+ []
+ ],
+ "rank": 2
+ },
+ {
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+ "filters": [
+ [],
+ []
+ ],
+ "rank": 0
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Setter(NormalHallSubgroups)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3312
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Tester(NormalHallSubgroups)",
+ "type": "GAP_Operation"
+ },
{
"filters": [
[
@@ -145378,6 +152049,10 @@
]
]
],
+ "location": {
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+ "line": 3326
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145400,7 +152075,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 736
+ "rank": 740
},
{
"comment": "NrConjugacyClassesInSupergroup: generic method for two groups",
@@ -145416,7 +152091,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -145440,6 +152115,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3369
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145456,7 +152135,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -145490,6 +152169,10 @@
]
]
],
+ "location": {
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+ "line": 3410
+ },
"methods": {
"0args": [],
"1args": [
@@ -145501,7 +152184,7 @@
"Tester(GrowthFunctionOfGroup)"
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],
- "rank": 20036
+ "rank": 20038
},
{
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@@ -145515,7 +152198,7 @@
"Tester(IsAssociative)"
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],
- "rank": 43
+ "rank": 45
},
{
"comment": "GrowthFunctionOfGroup: default method requiring categories and checking properties",
@@ -145542,7 +152225,7 @@
"IsPosRat"
]
],
- "rank": 53
+ "rank": 55
}
],
"3args": [],
@@ -145565,6 +152248,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3410
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145607,6 +152294,10 @@
]
]
],
+ "location": {
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+ "line": 3410
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145635,6 +152326,10 @@
]
]
],
+ "location": {
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+ "line": 3437
+ },
"methods": {
"0args": [],
"1args": [
@@ -145700,6 +152395,10 @@
]
]
],
+ "location": {
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+ "line": 3461
+ },
"methods": {
"0args": [],
"1args": [
@@ -145853,6 +152552,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3574
+ },
"methods": {
"0args": [],
"1args": [
@@ -145864,7 +152567,7 @@
"Tester(ElementTestFunction)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ElementTestFunction: default method requiring categories and checking properties",
@@ -145896,6 +152599,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3574
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145937,6 +152644,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3574
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145964,6 +152675,10 @@
]
]
],
+ "location": {
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+ "line": 3683
+ },
"methods": {
"0args": [],
"1args": [],
@@ -145984,7 +152699,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 202
+ "rank": 206
},
{
"comment": "RightTransversalOp: for two perm. groups",
@@ -146019,7 +152734,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 79
+ "rank": 81
},
{
"comment": "RightTransversalOp: pc groups",
@@ -146034,7 +152749,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 72
+ "rank": 76
},
{
"comment": "RightTransversalOp: via coset table",
@@ -146046,7 +152761,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
+ "rank": 74
},
{
"comment": "RightTransversalOp: generic, use RightCosets",
@@ -146062,7 +152777,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -146083,6 +152798,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3683
+ },
"methods": {
"0args": [],
"1args": [
@@ -146094,7 +152813,7 @@
"Tester(RightTransversalInParent)"
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],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "RightTransversalInParent: method that calls the two-argument operation RightTransversalOp",
@@ -146106,7 +152825,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "RightTransversalInParent: default method requiring categories and checking properties",
@@ -146138,6 +152857,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3683
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146179,6 +152902,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3683
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146206,6 +152933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3683
+ },
"methods": {
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"1args": [],
@@ -146224,7 +152955,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
}
],
"3args": [],
@@ -146250,6 +152981,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
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"1args": [],
@@ -146264,7 +152999,7 @@
"IsSubgroupFpGroup"
]
],
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},
{
"comment": "IntermediateSubgroups: normal case",
@@ -146280,7 +153015,7 @@
"Tester(IsAssociative)"
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],
- "rank": 67
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},
{
"comment": "IntermediateSubgroups: blocks for coset operation",
@@ -146296,7 +153031,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -146328,6 +153063,10 @@
]
]
],
+ "location": {
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+ "line": 3864
+ },
"methods": {
"0args": [],
"1args": [
@@ -146339,7 +153078,7 @@
"Tester(IsomorphismTypeInfoFiniteSimpleGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsomorphismTypeInfoFiniteSimpleGroup",
@@ -146350,7 +153089,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsomorphismTypeInfoFiniteSimpleGroup: [ IsOrdinaryTable ]",
@@ -146414,6 +153153,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3864
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146455,6 +153198,10 @@
]
]
],
+ "location": {
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+ "line": 3864
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146477,6 +153224,10 @@
]
]
],
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+ "line": 3963
+ },
"methods": {
"0args": [],
"1args": [
@@ -146488,7 +153239,7 @@
"Tester(IsomorphismPcGroup)"
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],
- "rank": 20035
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},
{
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@@ -146503,7 +153254,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 377
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},
{
"comment": "IsomorphismPcGroup",
@@ -146527,7 +153278,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
+ "rank": 50
},
{
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@@ -146542,7 +153293,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsomorphismPcGroup",
@@ -146567,7 +153318,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "IsomorphismPcGroup: fallback method to test conditions",
@@ -146625,6 +153376,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3963
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146666,6 +153421,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3963
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146688,6 +153447,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3984
+ },
"methods": {
"0args": [],
"1args": [
@@ -146699,7 +153462,7 @@
"Tester(IsomorphismSpecialPcGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
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@@ -146722,7 +153485,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsomorphismSpecialPcGroup: default method requiring categories and checking properties",
@@ -146754,6 +153517,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3984
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146795,6 +153562,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 3984
+ },
"methods": {
"0args": [],
"1args": [],
@@ -146822,6 +153593,10 @@
]
]
],
+ "location": {
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+ "line": 4015
+ },
"methods": {
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"1args": [
@@ -146833,7 +153608,7 @@
"Tester(IsomorphismPermGroup)"
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- "rank": 20016
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},
{
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@@ -146850,7 +153625,7 @@
"IsImfMatrixGroup"
]
],
- "rank": 389
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},
{
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@@ -146859,7 +153634,7 @@
"IsPerfectLibraryGroup"
]
],
- "rank": 134
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},
{
"comment": "IsomorphismPermGroup: for full finitely presented groups",
@@ -146872,7 +153647,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 78
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},
{
"comment": "IsomorphismPermGroup: for subgroups of finitely presented groups",
@@ -146884,7 +153659,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 77
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},
{
"comment": "IsomorphismPermGroup: cyclotomic matrix group",
@@ -146899,19 +153674,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 56
- },
- {
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- "filters": [
- [
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- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 55
+ "rank": 58
},
{
"comment": "IsomorphismPermGroup",
@@ -146927,7 +153690,7 @@
"CanEasilyComputeWithIndependentGensAbelianGroup"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "IsomorphismPermGroup: for finite nilpotent groups",
@@ -146941,7 +153704,7 @@
"Tester(IsNilpotentGroup)"
]
],
- "rank": 54
+ "rank": 56
},
{
"comment": "IsomorphismPermGroup: matrix group",
@@ -146955,7 +153718,19 @@
"Tester(IsAssociative)"
]
],
- "rank": 53
+ "rank": 55
+ },
+ {
+ "comment": "IsomorphismPermGroup: perm groups",
+ "filters": [
+ [
+ "CategoryCollections(IsPerm)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 55
},
{
"comment": "IsomorphismPermGroup: via niceomorphisms",
@@ -146970,7 +153745,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 49
+ "rank": 51
},
{
"comment": "IsomorphismPermGroup: right regular operation",
@@ -146983,7 +153758,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "IsomorphismPermGroup: for a group H-class of a semigroup",
@@ -147050,6 +153825,10 @@
[]
]
],
+ "location": {
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+ "line": 4015
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147091,6 +153870,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -147113,6 +153896,10 @@
]
]
],
+ "location": {
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+ "line": 4045
+ },
"methods": {
"0args": [],
"1args": [
@@ -147124,7 +153911,7 @@
"Tester(IsomorphismFpGroup)"
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],
- "rank": 20035
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},
{
"comment": "IsomorphismFpGroup: perfect library groups",
@@ -147133,7 +153920,7 @@
"IsPerfectLibraryGroup"
]
],
- "rank": 134
+ "rank": 136
},
{
"comment": "IsomorphismFpGroup: alternating group",
@@ -147163,7 +153950,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "IsomorphismFpGroup: for PointGroup",
@@ -147173,7 +153960,7 @@
"Tester(IsPointGroup)"
]
],
- "rank": 48
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},
{
"comment": "IsomorphismFpGroup",
@@ -147185,7 +153972,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
+ "rank": 50
},
{
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@@ -147194,7 +153981,7 @@
"IsAutomorphismGroupOfFreeGroup"
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],
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},
{
"comment": "IsomorphismFpGroup: supply name",
@@ -147205,7 +153992,7 @@
"Tester(IsAssociative)"
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],
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+ "rank": 35
},
{
"comment": "IsomorphismFpGroup: default method requiring categories and checking properties",
@@ -147232,7 +154019,7 @@
"IsString"
]
],
- "rank": 373
+ "rank": 375
},
{
"comment": "IsomorphismFpGroup: alternating group,name",
@@ -147324,7 +154111,7 @@
"IsString"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "IsomorphismFpGroup: subgroups of fp group",
@@ -147336,7 +154123,7 @@
"IsString"
]
],
- "rank": 40
+ "rank": 42
}
],
"3args": [],
@@ -147358,6 +154145,10 @@
[]
]
],
+ "location": {
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+ "line": 4045
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147399,6 +154190,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4045
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147427,6 +154222,10 @@
]
]
],
+ "location": {
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+ "line": 4204
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147449,7 +154248,7 @@
"IsString"
]
],
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},
{
"comment": "IsomorphismFpGroupByGeneratorsNC: for perm groups",
@@ -147484,7 +154283,7 @@
"IsString"
]
],
- "rank": 59
+ "rank": 61
},
{
"comment": "IsomorphismFpGroupByGeneratorsNC: subgroups of fp group",
@@ -147500,7 +154299,7 @@
"IsString"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "IsomorphismFpGroupByGeneratorsNC: via cokernel",
@@ -147517,7 +154316,7 @@
"IsString"
]
],
- "rank": 40
+ "rank": 42
}
],
"4args": [],
@@ -147543,6 +154342,10 @@
]
]
],
+ "location": {
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+ "line": 4207
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147603,6 +154406,10 @@
]
]
],
+ "location": {
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+ "line": 4210
+ },
"methods": {
"0args": [],
"1args": [
@@ -147615,7 +154422,7 @@
"Tester(IsAssociative)"
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- "rank": 33
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}
],
"2args": [
@@ -147647,7 +154454,7 @@
"IsString"
]
],
- "rank": 43
+ "rank": 45
}
],
"3args": [],
@@ -147671,6 +154478,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4213
+ },
"methods": {
"0args": [],
"1args": [
@@ -147683,7 +154494,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
}
],
"2args": [
@@ -147719,6 +154530,10 @@
]
]
],
+ "location": {
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+ "line": 4229
+ },
"methods": {
"0args": [],
"1args": [
@@ -147769,6 +154584,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4229
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147808,6 +154627,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4229
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147832,6 +154655,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4244
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147874,6 +154701,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grp.gd",
+ "line": 4262
+ },
"methods": {
"0args": [],
"1args": [],
@@ -147896,7 +154727,7 @@
"IsHomogeneousList"
]
],
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},
{
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@@ -147934,7 +154765,7 @@
"IsHomogeneousList"
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{
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@@ -147951,7 +154782,7 @@
"IsHomogeneousList"
]
],
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}
],
"4args": [],
@@ -147961,6 +154792,50 @@
"name": "PowerMapOfGroup",
"type": "GAP_Operation"
},
+ {
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+ [
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+ "location": {
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+ "line": 4416
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "LowIndexSubgroups: FpFroups, using LowIndexSubgroupsFpGroup",
+ "filters": [
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+ [
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+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
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+ "name": "LowIndexSubgroups",
+ "type": "GAP_Operation"
+ },
{
"filters": [
[
@@ -147976,6 +154851,10 @@
]
]
],
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@@ -147994,7 +154873,7 @@
"Tester(IsAssociative)"
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}
],
"3args": [],
@@ -148013,6 +154892,10 @@
]
]
],
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"1args": [
@@ -148065,6 +154948,10 @@
]
]
],
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@@ -148104,6 +154991,10 @@
]
]
],
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"1args": [],
@@ -148125,6 +155016,10 @@
]
]
],
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@@ -148136,7 +155031,19 @@
"Tester(GeneratorsOfInverseMonoid)"
]
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+ "rank": 20024
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{
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@@ -148154,18 +155061,6 @@
],
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{
"comment": "GeneratorsOfInverseMonoid: default method requiring categories and checking properties",
"filters": [
@@ -148193,6 +155088,10 @@
[]
]
],
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@@ -148233,6 +155132,10 @@
]
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@@ -148254,6 +155157,10 @@
]
]
],
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@@ -148265,7 +155172,7 @@
"Tester(GeneratorsOfInverseSemigroup)"
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@@ -148277,7 +155184,7 @@
"Tester(IsAssociative)"
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{
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@@ -148321,6 +155228,10 @@
[]
]
],
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@@ -148361,6 +155272,10 @@
]
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@@ -148377,11 +155292,14 @@
"filters": [
[
[
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+ "IsCollection"
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]
],
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"1args": [
@@ -148389,10 +155307,10 @@
"comment": "InverseMonoidByGenerators",
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@@ -148408,22 +155326,25 @@
"filters": [
[
[
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]
]
],
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{
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[
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"Tester(IsInverseSemigroup)"
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[
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{
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[
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"Tester(IsInverseSemigroup)"
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[
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"Tester(IsInverseSemigroup)"
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[
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{
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"Tester(IsInverseSemigroup)"
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"Tester(IsInverseSemigroup)"
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[
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@@ -148589,10 +155522,10 @@
"Tester(IsInverseSemigroup)"
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"Tester(IsInverseSemigroup)"
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[]
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@@ -148692,6 +155633,10 @@
]
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]
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"Tester(IsInverseSemigroup)"
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@@ -148781,6 +155730,10 @@
[]
]
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@@ -148820,6 +155773,10 @@
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@@ -148844,6 +155801,10 @@
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@@ -148901,7 +155870,7 @@
"Tester(ReverseNaturalPartialOrder)"
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{
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@@ -148947,6 +155916,10 @@
[]
]
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@@ -148988,6 +155961,10 @@
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"Tester(NaturalPartialOrder)"
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{
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@@ -149067,6 +156048,10 @@
[]
]
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@@ -149128,6 +156117,10 @@
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]
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@@ -149201,6 +156198,10 @@
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@@ -149221,6 +156222,10 @@
]
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@@ -149264,6 +156269,10 @@
]
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@@ -149307,6 +156316,10 @@
]
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]
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@@ -149408,6 +156425,10 @@
[]
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@@ -149447,6 +156468,10 @@
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@@ -149467,6 +156492,10 @@
]
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@@ -149526,6 +156555,10 @@
[]
]
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@@ -149565,6 +156598,10 @@
]
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@@ -149585,6 +156622,10 @@
]
]
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@@ -149631,6 +156672,10 @@
[]
]
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@@ -149670,6 +156715,10 @@
]
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@@ -149690,6 +156739,10 @@
]
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@@ -149773,6 +156826,10 @@
[]
]
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@@ -149812,6 +156869,10 @@
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@@ -149832,6 +156893,10 @@
]
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@@ -149875,6 +156940,10 @@
[]
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@@ -149914,6 +156983,10 @@
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@@ -149937,6 +157010,10 @@
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@@ -149997,6 +157074,10 @@
]
]
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@@ -150035,6 +157116,10 @@
]
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@@ -150071,6 +157156,10 @@
]
]
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@@ -150112,6 +157201,10 @@
]
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@@ -150134,6 +157227,10 @@
]
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@@ -150170,6 +157267,10 @@
]
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@@ -150211,6 +157312,10 @@
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@@ -150238,6 +157343,10 @@
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@@ -150287,6 +157396,10 @@
[]
]
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"methods": {
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@@ -150333,6 +157446,10 @@
]
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@@ -150360,6 +157477,10 @@
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@@ -150409,6 +157530,10 @@
[]
]
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"methods": {
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@@ -150455,6 +157580,10 @@
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@@ -150483,6 +157612,10 @@
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@@ -161184,7 +168973,7 @@
"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
]
],
- "rank": 132
+ "rank": 136
},
{
"comment": "CharacteristicPolynomial: call `TracePolynomial'",
@@ -161253,7 +169042,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 114
+ "rank": 118
},
{
"comment": "CharacteristicPolynomial: check default field, print error if ambiguous",
@@ -161295,7 +169084,7 @@
"IsPosRat"
]
],
- "rank": 103
+ "rank": 105
}
],
"4args": [
@@ -161368,7 +169157,7 @@
"IsPosRat"
]
],
- "rank": 153
+ "rank": 157
},
{
"comment": "CharacteristicPolynomial: call `TracePolynomial'",
@@ -161441,7 +169230,7 @@
"IsPosRat"
]
],
- "rank": 133
+ "rank": 137
}
],
"5args": [],
@@ -161462,6 +169251,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1922
+ },
"methods": {
"0args": [],
"1args": [],
@@ -161504,6 +169297,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1922
+ },
"methods": {
"0args": [],
"1args": [],
@@ -161539,6 +169336,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1945
+ },
"methods": {
"0args": [],
"1args": [],
@@ -161584,7 +169385,7 @@
"IsPosRat"
]
],
- "rank": 102
+ "rank": 104
}
],
"4args": [],
@@ -161617,6 +169418,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1963
+ },
"methods": {
"0args": [],
"1args": [],
@@ -161662,7 +169467,7 @@
"IsPosRat"
]
],
- "rank": 102
+ "rank": 104
}
],
"4args": [],
@@ -161680,6 +169485,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1979
+ },
"methods": {
"0args": [],
"1args": [
@@ -161720,6 +169529,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 1999
+ },
"methods": {
"0args": [],
"1args": [
@@ -161758,6 +169571,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matrix.gd",
+ "line": 2017
+ },
"methods": {
"0args": [],
"1args": [
@@ -161818,6 +169635,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 43
+ },
"methods": {
"0args": [],
"1args": [
@@ -161873,6 +169694,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 77
+ },
"methods": {
"0args": [],
"1args": [
@@ -161920,6 +169745,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 97
+ },
"methods": {
"0args": [],
"1args": [
@@ -161975,6 +169804,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 116
+ },
"methods": {
"0args": [],
"1args": [
@@ -162030,6 +169863,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 148
+ },
"methods": {
"0args": [],
"1args": [
@@ -162085,6 +169922,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 169
+ },
"methods": {
"0args": [],
"1args": [
@@ -162140,6 +169981,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 189
+ },
"methods": {
"0args": [],
"1args": [
@@ -162196,6 +170041,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 333
+ },
"methods": {
"0args": [],
"1args": [
@@ -162255,6 +170104,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 333
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162298,6 +170151,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 333
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162329,6 +170186,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 360
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162403,6 +170264,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 410
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162466,6 +170331,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 437
+ },
"methods": {
"0args": [],
"1args": [
@@ -162515,6 +170384,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 437
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162558,6 +170431,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 437
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162586,6 +170463,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 466
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162643,6 +170524,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 495
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162681,6 +170566,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [
@@ -162733,6 +170622,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162772,6 +170665,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matint.gd",
+ "line": 517
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162795,6 +170692,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matblock.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [
@@ -162842,6 +170743,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matblock.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162884,6 +170789,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/matblock.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [],
@@ -162923,6 +170832,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163056,6 +170969,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [
@@ -163149,6 +171066,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163196,6 +171117,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163235,6 +171160,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 193
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163303,6 +171232,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 194
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163343,7 +171276,7 @@
"IsFreeLeftModule"
]
],
- "rank": 70
+ "rank": 72
},
{
"comment": "IsLeftIdealOp: for associative FLMLOR-with-one and free left module",
@@ -163370,7 +171303,7 @@
"IsFreeLeftModule"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "IsLeftIdealOp: for associative FLMLOR and free left module",
@@ -163396,7 +171329,7 @@
"IsFreeLeftModule"
]
],
- "rank": 59
+ "rank": 61
},
{
"comment": "IsLeftIdealOp: for SCRings",
@@ -163477,6 +171410,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 194
+ },
"methods": {
"0args": [],
"1args": [
@@ -163548,6 +171485,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 194
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163595,6 +171536,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 194
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163634,6 +171579,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 194
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163731,6 +171680,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -163771,7 +171724,7 @@
"IsFreeLeftModule"
]
],
- "rank": 70
+ "rank": 72
},
{
"comment": "IsRightIdealOp: for associative FLMLOR-with-one and free left module",
@@ -163798,7 +171751,7 @@
"IsFreeLeftModule"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "IsRightIdealOp: for associative FLMLOR and free left module",
@@ -163824,7 +171777,7 @@
"IsFreeLeftModule"
]
],
- "rank": 59
+ "rank": 61
},
{
"comment": "IsRightIdealOp: for SCRings",
@@ -163905,6 +171858,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [
@@ -163976,6 +171933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164023,6 +171984,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164062,6 +172027,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164122,6 +172091,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 230
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164388,6 +172361,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 255
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164680,6 +172657,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 278
+ },
"methods": {
"0args": [],
"1args": [],
@@ -164969,6 +172950,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [
@@ -165060,6 +173045,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165107,6 +173096,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165135,6 +173128,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [
@@ -165206,6 +173203,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165253,6 +173254,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 329
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165281,6 +173286,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 348
+ },
"methods": {
"0args": [],
"1args": [
@@ -165352,6 +173361,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 348
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165399,6 +173412,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 348
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165427,6 +173444,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 367
+ },
"methods": {
"0args": [],
"1args": [
@@ -165478,6 +173499,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 367
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165525,6 +173550,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 367
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165553,6 +173582,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 369
+ },
"methods": {
"0args": [],
"1args": [
@@ -165604,6 +173637,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 369
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165651,6 +173688,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 369
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165690,6 +173731,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 411
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165794,6 +173839,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 412
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165890,6 +173939,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ideal.gd",
+ "line": 413
+ },
"methods": {
"0args": [],
"1args": [],
@@ -165967,6 +174020,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [
@@ -166165,6 +174222,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166204,6 +174265,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166224,6 +174289,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 208
+ },
"methods": {
"0args": [],
"1args": [
@@ -166329,6 +174398,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 208
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166368,6 +174441,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 208
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166388,6 +174465,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 230
+ },
"methods": {
"0args": [],
"1args": [
@@ -166493,6 +174574,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 230
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166532,6 +174617,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 230
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166552,6 +174641,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 279
+ },
"methods": {
"0args": [],
"1args": [
@@ -166707,6 +174800,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 279
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166746,6 +174843,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 279
+ },
"methods": {
"0args": [],
"1args": [],
@@ -166771,6 +174872,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 298
+ },
"methods": {
"0args": [],
"1args": [
@@ -166863,7 +174968,7 @@
"IsEuclideanRing"
]
],
- "rank": 56
+ "rank": 58
},
{
"comment": "GeneratorsOfLeftOperatorAdditiveGroup: for full matrix module",
@@ -167017,6 +175122,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 298
+ },
"methods": {
"0args": [],
"1args": [],
@@ -167074,6 +175183,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 298
+ },
"methods": {
"0args": [],
"1args": [],
@@ -167099,6 +175212,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 340
+ },
"methods": {
"0args": [],
"1args": [
@@ -167148,6 +175265,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 340
+ },
"methods": {
"0args": [],
"1args": [],
@@ -167192,6 +175313,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 340
+ },
"methods": {
"0args": [],
"1args": [],
@@ -167223,6 +175348,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/module.gd",
+ "line": 406
+ },
"methods": {
"0args": [],
"1args": [],
@@ -167285,7 +175414,7 @@
"IsEuclideanRing"
]
],
- "rank": 100
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{
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"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
]
],
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},
{
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@@ -167371,7 +175500,7 @@
"Tester(IsAdditivelyCommutative)"
]
],
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+ "rank": 77
},
{
"comment": "AsLeftModule: for a ring and a left module",
@@ -167454,6 +175583,10 @@
]
]
],
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+ "line": 430
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"1args": [],
@@ -167600,6 +175733,10 @@
[]
]
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@@ -167641,7 +175778,7 @@
"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
]
],
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{
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@@ -167710,7 +175847,7 @@
"IsOddAdditiveNestingDepthObject"
]
],
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+ "rank": 94
},
{
"comment": "LeftModuleByGenerators: for division ring, empty list, and row vector",
@@ -167756,7 +175893,7 @@
"IsOddAdditiveNestingDepthObject"
]
],
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+ "rank": 81
},
{
"comment": "LeftModuleByGenerators: for ring, homogeneous list, and vector",
@@ -167798,6 +175935,10 @@
]
]
],
+ "location": {
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+ "line": 489
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"1args": [],
@@ -167831,6 +175972,10 @@
]
]
],
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"1args": [
@@ -167881,6 +176026,10 @@
]
]
],
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"1args": [],
@@ -167920,6 +176069,10 @@
]
]
],
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+ "line": 663
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"1args": [],
@@ -167940,6 +176093,10 @@
]
]
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+ "line": 682
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@@ -168000,6 +176157,10 @@
]
]
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@@ -168039,6 +176200,10 @@
]
]
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@@ -168059,6 +176224,10 @@
]
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@@ -168100,6 +176269,10 @@
[]
]
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@@ -168139,6 +176312,10 @@
]
]
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@@ -168159,6 +176336,10 @@
]
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@@ -168221,6 +176402,10 @@
]
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@@ -168260,6 +176445,10 @@
]
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@@ -168280,6 +176469,10 @@
]
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@@ -168323,6 +176516,10 @@
]
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@@ -168362,6 +176559,10 @@
]
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@@ -168382,6 +176583,10 @@
]
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@@ -168425,6 +176630,10 @@
]
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@@ -168464,6 +176673,10 @@
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@@ -168484,6 +176697,10 @@
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@@ -168518,6 +176735,10 @@
]
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@@ -168557,6 +176778,10 @@
]
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"1args": [],
@@ -168577,6 +176802,10 @@
]
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"methods": {
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"1args": [
@@ -168620,6 +176849,10 @@
]
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@@ -168659,6 +176892,10 @@
]
]
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"1args": [],
@@ -168679,6 +176916,10 @@
]
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@@ -168731,6 +176972,10 @@
]
]
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"1args": [],
@@ -168770,6 +177015,10 @@
]
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"1args": [],
@@ -168790,6 +177039,10 @@
]
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@@ -168991,6 +177244,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -169030,6 +177287,10 @@
]
]
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"1args": [],
@@ -169050,6 +177311,10 @@
]
]
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"1args": [
@@ -169104,6 +177369,10 @@
[]
]
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"1args": [],
@@ -169143,6 +177412,10 @@
]
]
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@@ -169163,6 +177436,10 @@
]
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"1args": [
@@ -169217,6 +177494,10 @@
[]
]
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@@ -169256,6 +177537,10 @@
]
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@@ -169276,6 +177561,10 @@
]
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@@ -169308,6 +177597,10 @@
[]
]
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@@ -169347,6 +177640,10 @@
]
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@@ -169373,6 +177670,10 @@
]
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"1args": [],
@@ -169792,6 +178093,10 @@
]
]
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"1args": [],
@@ -169922,6 +178227,10 @@
]
]
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"1args": [],
@@ -170028,6 +178337,10 @@
]
]
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+ "line": 587
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"1args": [
@@ -170083,6 +178396,10 @@
]
]
],
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+ "line": 636
+ },
"methods": {
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"1args": [
@@ -170162,7 +178479,7 @@
"IsEuclideanRing"
]
],
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{
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@@ -170171,7 +178488,7 @@
"IsAlgebraicExtension"
]
],
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+ "rank": 2055
},
{
"comment": "Basis: for full matrix module (delegate to `CanonicalBasis')",
@@ -170253,22 +178570,19 @@
"Tester(IsNumberFieldByMatrices)"
]
],
- "rank": 56
+ "rank": 58
},
{
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+ "comment": "Basis: for an associative FLMLOR-with-one",
"filters": [
[
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"IsAssociativeLOpDProd",
- "IsAssociativeLOpEProd",
"IsDistributiveLOpDSum",
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- "IsTrivialLOpEOne",
- "IsLeftActedOnByRing",
- "IsLeftActedOnByDivisionRing",
- "Tester(IsLeftActedOnByDivisionRing)",
"IsMagma",
+ "IsMagmaWithOne",
+ "IsAssociative",
+ "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -170277,25 +178591,25 @@
"Tester(IsLDistributive)",
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"Tester(IsRDistributive)",
- "IsJacobianRing",
- "Tester(IsJacobianRing)",
- "IsZeroSquaredRing",
- "Tester(IsZeroSquaredRing)"
+ "IsFreeLeftModule"
]
],
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},
{
- "comment": "Basis: for an associative FLMLOR-with-one",
+ "comment": "Basis: for a Lie algebra",
"filters": [
[
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"IsAssociativeLOpDProd",
+ "IsAssociativeLOpEProd",
"IsDistributiveLOpDSum",
+ "IsDistributiveLOpESum",
+ "IsTrivialLOpEOne",
+ "IsLeftActedOnByRing",
+ "IsLeftActedOnByDivisionRing",
+ "Tester(IsLeftActedOnByDivisionRing)",
"IsMagma",
- "IsMagmaWithOne",
- "IsAssociative",
- "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
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@@ -170304,10 +178618,13 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
- "IsFreeLeftModule"
+ "IsJacobianRing",
+ "Tester(IsJacobianRing)",
+ "IsZeroSquaredRing",
+ "Tester(IsZeroSquaredRing)"
]
],
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},
{
"comment": "Basis: for an associative FLMLOR",
@@ -170330,7 +178647,7 @@
"IsFreeLeftModule"
]
],
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+ "rank": 38
},
{
"comment": "Basis: for a FLMLOR",
@@ -170540,7 +178857,7 @@
"CategoryCollections(IsFFE)"
]
],
- "rank": 85
+ "rank": 87
},
{
"comment": "Basis: for Gaussian row space and matrix (try semi-echelonized)",
@@ -170689,6 +179006,10 @@
[]
]
],
+ "location": {
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+ "line": 636
+ },
"methods": {
"0args": [],
"1args": [],
@@ -170728,6 +179049,10 @@
]
]
],
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+ "line": 636
+ },
"methods": {
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"1args": [],
@@ -170751,6 +179076,10 @@
]
]
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+ "line": 639
+ },
"methods": {
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"1args": [],
@@ -170820,7 +179149,7 @@
"IsHomogeneousList"
]
],
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+ "rank": 72
},
{
"comment": "BasisNC: for Gaussian row space and matrix (try semi-echelonized)",
@@ -170969,6 +179298,10 @@
]
]
],
+ "location": {
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+ "line": 692
+ },
"methods": {
"0args": [],
"1args": [
@@ -171167,6 +179500,10 @@
[]
]
],
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+ "line": 692
+ },
"methods": {
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"1args": [],
@@ -171206,6 +179543,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -171229,6 +179570,10 @@
]
]
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+ },
"methods": {
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"1args": [],
@@ -171322,6 +179667,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -171358,6 +179707,10 @@
]
]
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+ },
"methods": {
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"1args": [],
@@ -171391,6 +179744,10 @@
]
]
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"methods": {
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"1args": [
@@ -171432,6 +179789,10 @@
[]
]
],
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+ "line": 1064
+ },
"methods": {
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"1args": [],
@@ -171471,6 +179832,10 @@
]
]
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+ "line": 1064
+ },
"methods": {
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"1args": [],
@@ -171491,6 +179856,10 @@
]
]
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+ },
"methods": {
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"1args": [
@@ -171531,6 +179900,10 @@
]
]
],
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+ "line": 1102
+ },
"methods": {
"0args": [],
"1args": [
@@ -171545,15 +179918,15 @@
"rank": 20026
},
{
- "comment": "NiceFreeLeftModule: for commutative FLMLOR that is handled by a nice basis",
+ "comment": "NiceFreeLeftModule: for associative FLMLOR that is handled by a nice basis",
"filters": [
[
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"IsAssociativeLOpDProd",
"IsDistributiveLOpDSum",
"IsMagma",
- "IsCommutative",
- "Tester(IsCommutative)",
+ "IsAssociative",
+ "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -171566,16 +179939,18 @@
"IsHandledByNiceBasis"
]
],
- "rank": 39
+ "rank": 41
},
{
- "comment": "NiceFreeLeftModule: for anticommutative FLMLOR that is handled by a nice basis",
+ "comment": "NiceFreeLeftModule: for commutative FLMLOR that is handled by a nice basis",
"filters": [
[
"IsExtLSet",
"IsAssociativeLOpDProd",
"IsDistributiveLOpDSum",
"IsMagma",
+ "IsCommutative",
+ "Tester(IsCommutative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -171584,8 +179959,6 @@
"Tester(IsLDistributive)",
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"Tester(IsRDistributive)",
- "IsAnticommutative",
- "Tester(IsAnticommutative)",
"IsFreeLeftModule",
"IsHandledByNiceBasis"
]
@@ -171593,15 +179966,13 @@
"rank": 39
},
{
- "comment": "NiceFreeLeftModule: for associative FLMLOR that is handled by a nice basis",
+ "comment": "NiceFreeLeftModule: for anticommutative FLMLOR that is handled by a nice basis",
"filters": [
[
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"IsAssociativeLOpDProd",
"IsDistributiveLOpDSum",
"IsMagma",
- "IsAssociative",
- "Tester(IsAssociative)",
"IsNearAdditiveMagma",
"IsNearAdditiveGroup",
"IsAdditivelyCommutative",
@@ -171610,6 +179981,8 @@
"Tester(IsLDistributive)",
"IsRDistributive",
"Tester(IsRDistributive)",
+ "IsAnticommutative",
+ "Tester(IsAnticommutative)",
"IsFreeLeftModule",
"IsHandledByNiceBasis"
]
@@ -171690,6 +180063,10 @@
[]
]
],
+ "location": {
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+ "line": 1102
+ },
"methods": {
"0args": [],
"1args": [],
@@ -171729,6 +180106,10 @@
]
]
],
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+ "line": 1102
+ },
"methods": {
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"1args": [],
@@ -171750,6 +180131,10 @@
]
]
],
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+ "line": 1122
+ },
"methods": {
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"1args": [
@@ -171923,6 +180308,10 @@
[]
]
],
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+ "line": 1122
+ },
"methods": {
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"1args": [],
@@ -171963,6 +180352,10 @@
]
]
],
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+ "line": 1122
+ },
"methods": {
"0args": [],
"1args": [],
@@ -171985,6 +180378,10 @@
[]
]
],
+ "location": {
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+ "line": 1159
+ },
"methods": {
"0args": [],
"1args": [],
@@ -172162,6 +180559,10 @@
[]
]
],
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+ "line": 1162
+ },
"methods": {
"0args": [],
"1args": [],
@@ -172348,6 +180749,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/basismut.gd",
+ "line": 117
+ },
"methods": {
"0args": [],
"1args": [],
@@ -172386,7 +180791,7 @@
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[]
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[]
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[]
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[]
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{
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"Tester(IsAssociative)"
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[]
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[]
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[]
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"Tester(DirectProductInfo)"
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[]
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[]
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[]
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"Tester(DirectProductInfo)"
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{
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@@ -222822,6 +234670,10 @@
[]
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[]
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[]
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"Tester(DirectProductInfo)"
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},
{
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@@ -223278,6 +235174,10 @@
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[]
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[]
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[]
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[]
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@@ -227649,6 +239785,10 @@
[]
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[]
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@@ -227863,6 +240023,10 @@
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@@ -227922,6 +240090,10 @@
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@@ -227956,6 +240128,10 @@
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@@ -228056,6 +240240,10 @@
[]
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@@ -228095,6 +240283,10 @@
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@@ -228116,6 +240308,10 @@
[]
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[]
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@@ -228250,6 +240450,10 @@
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@@ -228414,6 +240622,10 @@
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@@ -228448,6 +240660,10 @@
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@@ -228487,6 +240703,10 @@
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"IsSubgroupFpGroup"
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{
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"Tester(IsAssociative)"
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}
],
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@@ -228734,6 +240970,10 @@
[]
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@@ -228793,6 +241037,10 @@
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"1args": [
@@ -228862,6 +241110,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 138
+ },
"methods": {
"0args": [],
"1args": [],
@@ -228901,6 +241153,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 138
+ },
"methods": {
"0args": [],
"1args": [],
@@ -228921,6 +241177,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 153
+ },
"methods": {
"0args": [],
"1args": [
@@ -228955,6 +241215,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 153
+ },
"methods": {
"0args": [],
"1args": [],
@@ -228994,6 +241258,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 153
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229020,6 +241288,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsmodu.gd",
+ "line": 180
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229093,6 +241365,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 32
+ },
"methods": {
"0args": [],
"1args": [
@@ -229127,6 +241403,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 32
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229166,6 +241446,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 32
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229186,6 +241470,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 57
+ },
"methods": {
"0args": [],
"1args": [
@@ -229200,17 +241488,18 @@
"rank": 20024
},
{
- "comment": "SpecialPcgs: method for special pcgs",
+ "comment": "SpecialPcgs: last resort method which tests solvability",
"filters": [
[
- "IsSpecialPcgs",
- "Tester(IsSpecialPcgs)"
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
]
],
"rank": 35
},
{
- "comment": "SpecialPcgs: last resort method which tests solvability",
+ "comment": "SpecialPcgs: generic method for groups",
"filters": [
[
"IsMagmaWithInverses",
@@ -229218,18 +241507,17 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
- "comment": "SpecialPcgs: generic method for groups",
+ "comment": "SpecialPcgs: method for special pcgs",
"filters": [
[
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
+ "IsSpecialPcgs",
+ "Tester(IsSpecialPcgs)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "SpecialPcgs: generic method for pcgs",
@@ -229263,6 +241551,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 57
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229302,6 +241594,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 57
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229322,6 +241618,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [
@@ -229364,6 +241664,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229403,6 +241707,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229423,6 +241731,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [
@@ -229465,6 +241777,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229504,6 +241820,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 85
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229524,6 +241844,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 101
+ },
"methods": {
"0args": [],
"1args": [
@@ -229566,6 +241890,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 101
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229605,6 +241933,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 101
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229625,6 +241957,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 118
+ },
"methods": {
"0args": [],
"1args": [
@@ -229667,6 +242003,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 118
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229706,6 +242046,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 118
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229726,6 +242070,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 135
+ },
"methods": {
"0args": [],
"1args": [
@@ -229768,6 +242116,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 135
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229807,6 +242159,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 135
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229829,6 +242185,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [
@@ -229840,7 +242200,7 @@
"Tester(LGLength)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "LGLength: for groups",
@@ -229851,7 +242211,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "LGLength: default method requiring categories and checking properties",
@@ -229883,6 +242243,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229924,6 +242288,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 197
+ },
"methods": {
"0args": [],
"1args": [],
@@ -229946,6 +242314,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [
@@ -229957,7 +242329,7 @@
"Tester(InducedPcgsWrtSpecialPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "InducedPcgsWrtSpecialPcgs: method for pc groups",
@@ -229981,7 +242353,7 @@
"Tester(InducedPcgsWrtFamilyPcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "InducedPcgsWrtSpecialPcgs: for groups that have already an induced pcgs wrt home pcgs",
@@ -229993,7 +242365,7 @@
"Tester(InducedPcgsWrtHomePcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "InducedPcgsWrtSpecialPcgs: generic method for groups",
@@ -230004,7 +242376,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "InducedPcgsWrtSpecialPcgs: default method requiring categories and checking properties",
@@ -230036,6 +242408,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230077,6 +242453,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230099,6 +242479,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [
@@ -230110,7 +242494,7 @@
"Tester(CanonicalPcgsWrtSpecialPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CanonicalPcgsWrtSpecialPcgs: default method requiring categories and checking properties",
@@ -230142,6 +242526,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230183,6 +242571,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 233
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230203,6 +242595,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 250
+ },
"methods": {
"0args": [],
"1args": [
@@ -230237,6 +242633,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 250
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230276,6 +242676,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 250
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230296,6 +242700,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [
@@ -230330,6 +242738,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230369,6 +242781,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/pcgsspec.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230391,6 +242807,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 75
+ },
"methods": {
"0args": [],
"1args": [
@@ -230402,7 +242822,7 @@
"Tester(CanonicalPcgsWrtFamilyPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CanonicalPcgsWrtFamilyPcgs",
@@ -230414,7 +242834,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "CanonicalPcgsWrtFamilyPcgs: default method requiring categories and checking properties",
@@ -230446,6 +242866,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 75
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230487,6 +242911,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 75
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230509,6 +242937,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 90
+ },
"methods": {
"0args": [],
"1args": [
@@ -230520,7 +242952,7 @@
"Tester(CanonicalPcgsWrtHomePcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "CanonicalPcgsWrtHomePcgs",
@@ -230532,7 +242964,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "CanonicalPcgsWrtHomePcgs: default method requiring categories and checking properties",
@@ -230564,6 +242996,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 90
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230605,6 +243041,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 90
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230627,6 +243067,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 111
+ },
"methods": {
"0args": [],
"1args": [
@@ -230638,7 +243082,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "FamilyPcgs: default method requiring categories and checking properties",
@@ -230670,6 +243114,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 111
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230711,6 +243159,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 111
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230733,6 +243185,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 128
+ },
"methods": {
"0args": [],
"1args": [
@@ -230744,7 +243200,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "HomePcgs: use a perm pcgs if possible",
@@ -230780,7 +243236,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "HomePcgs: default method requiring categories and checking properties",
@@ -230812,6 +243268,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 128
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230853,6 +243313,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 128
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230875,6 +243339,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [
@@ -230886,7 +243354,7 @@
"Tester(InducedPcgsWrtFamilyPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "InducedPcgsWrtFamilyPcgs: whole family",
@@ -230912,7 +243380,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "InducedPcgsWrtFamilyPcgs: default method requiring categories and checking properties",
@@ -230944,6 +243412,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [],
@@ -230985,6 +243457,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231010,6 +243486,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 172
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231026,7 +243506,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 54
+ "rank": 56
}
],
"3args": [],
@@ -231050,6 +243530,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 188
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231067,7 +243551,7 @@
"Tester(Pcgs)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "InducedPcgsOp: generic method",
@@ -231081,7 +243565,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 54
+ "rank": 56
}
],
"3args": [],
@@ -231102,6 +243586,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 229
+ },
"methods": {
"0args": [],
"1args": [
@@ -231113,7 +243601,7 @@
"Tester(ComputedInducedPcgses)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ComputedInducedPcgses: default method",
@@ -231124,7 +243612,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ComputedInducedPcgses: default method requiring categories and checking properties",
@@ -231156,6 +243644,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 229
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231197,6 +243689,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 229
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231219,6 +243715,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 245
+ },
"methods": {
"0args": [],
"1args": [
@@ -231230,7 +243730,7 @@
"Tester(InducedPcgsWrtHomePcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "InducedPcgsWrtHomePcgs: tail of perm pcgs",
@@ -231263,7 +243763,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "InducedPcgsWrtHomePcgs: default method requiring categories and checking properties",
@@ -231295,6 +243795,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 245
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231336,6 +243840,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 245
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231358,6 +243866,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 267
+ },
"methods": {
"0args": [],
"1args": [
@@ -231369,7 +243881,7 @@
"Tester(Pcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "Pcgs: take induced pcgs",
@@ -231381,7 +243893,7 @@
"Tester(InducedPcgsWrtHomePcgs)"
]
],
- "rank": 10034
+ "rank": 10036
},
{
"comment": "Pcgs: fail if insolvable",
@@ -231390,7 +243902,7 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 10034
+ "rank": 10036
},
{
"comment": "Pcgs: via niceomorphism",
@@ -231403,7 +243915,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 367
+ "rank": 369
},
{
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@@ -231436,7 +243948,7 @@
"Tester(DirectProductInfo)"
]
],
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},
{
"comment": "Pcgs: from independent generators of abelian group",
@@ -231450,7 +243962,7 @@
"CanEasilyComputeWithIndependentGensAbelianGroup"
]
],
- "rank": 42
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},
{
"comment": "Pcgs: from independent generators of abelian group",
@@ -231464,7 +243976,7 @@
"Tester(IndependentGeneratorsOfAbelianGroup)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "Pcgs: for a group containing the whole family and with known family pcgs",
@@ -231478,7 +243990,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "Pcgs: for a group with known home pcgs",
@@ -231490,7 +244002,7 @@
"Tester(HomePcgs)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "Pcgs: for a group with known family pcgs",
@@ -231502,7 +244014,7 @@
"Tester(FamilyPcgs)"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "Pcgs: generic method using CompositionSeries",
@@ -231513,7 +244025,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "Pcgs: default method requiring categories and checking properties",
@@ -231545,6 +244057,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 267
+ },
"methods": {
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"1args": [],
@@ -231561,7 +244077,7 @@
"IsBool"
]
],
- "rank": 34
+ "rank": 36
},
{
"comment": "Setter(Pcgs): system setter",
@@ -231600,6 +244116,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 267
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231622,6 +244142,10 @@
]
]
],
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+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [
@@ -231633,7 +244157,7 @@
"Tester(GeneralizedPcgs)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "GeneralizedPcgs",
@@ -231645,7 +244169,7 @@
"Tester(Pcgs)"
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],
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+ "rank": 36
},
{
"comment": "GeneralizedPcgs: default method requiring categories and checking properties",
@@ -231677,6 +244201,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231718,6 +244246,10 @@
]
]
],
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+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231743,6 +244275,10 @@
]
]
],
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+ "line": 335
+ },
"methods": {
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"1args": [],
@@ -231759,7 +244295,7 @@
"IsPcgs"
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],
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}
],
"3args": [],
@@ -231790,6 +244326,10 @@
]
]
],
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+ "line": 356
+ },
"methods": {
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"1args": [],
@@ -231817,7 +244357,7 @@
"IsFunction"
]
],
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},
{
"comment": "AffineAction: pcgs",
@@ -231887,7 +244427,7 @@
"IsFunction"
]
],
- "rank": 67
+ "rank": 69
}
],
"6args": []
@@ -231912,6 +244452,10 @@
]
]
],
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+ "line": 377
+ },
"methods": {
"0args": [],
"1args": [],
@@ -231935,7 +244479,7 @@
"IsFunction"
]
],
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{
"comment": "LinearAction",
@@ -231996,7 +244540,7 @@
"IsFunction"
]
],
- "rank": 66
+ "rank": 68
}
],
"5args": [],
@@ -232015,6 +244559,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 558
+ },
"methods": {
"0args": [],
"1args": [
@@ -232026,7 +244574,7 @@
"Tester(OmegaSeries)"
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],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "OmegaSeries: for p-groups",
@@ -232040,7 +244588,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "OmegaSeries: default method requiring categories and checking properties",
@@ -232072,6 +244620,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppc.gd",
+ "line": 558
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232113,6 +244665,10 @@
]
]
],
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+ "line": 558
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232136,6 +244692,10 @@
]
]
],
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+ "line": 27
+ },
"methods": {
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"1args": [
@@ -232147,7 +244707,7 @@
"Tester(NormalizerInHomePcgs)"
]
],
- "rank": 20036
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},
{
"comment": "NormalizerInHomePcgs: for group with home pcgs",
@@ -232159,7 +244719,7 @@
"Tester(HomePcgs)"
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+ "rank": 36
},
{
"comment": "NormalizerInHomePcgs: default method requiring categories and checking properties",
@@ -232192,6 +244752,10 @@
[]
]
],
+ "location": {
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+ "line": 27
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232234,6 +244798,10 @@
]
]
],
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+ "line": 27
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232259,6 +244827,10 @@
]
]
],
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+ "line": 270
+ },
"methods": {
"0args": [],
"1args": [
@@ -232315,6 +244887,10 @@
[]
]
],
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+ "line": 270
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"methods": {
"0args": [],
"1args": [],
@@ -232354,6 +244930,10 @@
]
]
],
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+ "line": 270
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"methods": {
"0args": [],
"1args": [],
@@ -232377,6 +244957,10 @@
]
]
],
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+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [
@@ -232434,6 +245018,10 @@
[]
]
],
+ "location": {
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+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232476,6 +245064,10 @@
]
]
],
+ "location": {
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+ "line": 281
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232499,6 +245091,10 @@
]
]
],
+ "location": {
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+ "line": 314
+ },
"methods": {
"0args": [],
"1args": [
@@ -232556,6 +245152,10 @@
[]
]
],
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+ "line": 314
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"methods": {
"0args": [],
"1args": [],
@@ -232598,6 +245198,10 @@
]
]
],
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+ "line": 314
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"methods": {
"0args": [],
"1args": [],
@@ -232621,6 +245225,10 @@
]
]
],
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+ "line": 346
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"methods": {
"0args": [],
"1args": [
@@ -232678,6 +245286,10 @@
[]
]
],
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+ "line": 346
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"methods": {
"0args": [],
"1args": [],
@@ -232720,6 +245332,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -232743,6 +245359,10 @@
]
]
],
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+ "line": 406
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"methods": {
"0args": [],
"1args": [
@@ -232800,6 +245420,10 @@
[]
]
],
+ "location": {
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+ "line": 406
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"methods": {
"0args": [],
"1args": [],
@@ -232842,6 +245466,10 @@
]
]
],
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+ "line": 406
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"methods": {
"0args": [],
"1args": [],
@@ -232865,6 +245493,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpperm.gd",
+ "line": 449
+ },
"methods": {
"0args": [],
"1args": [
@@ -232922,6 +245554,10 @@
[]
]
],
+ "location": {
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+ "line": 449
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232964,6 +245600,10 @@
]
]
],
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+ "line": 449
+ },
"methods": {
"0args": [],
"1args": [],
@@ -232987,6 +245627,10 @@
]
]
],
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+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [
@@ -233044,6 +245688,10 @@
[]
]
],
+ "location": {
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+ "line": 195
+ },
"methods": {
"0args": [],
"1args": [],
@@ -233086,6 +245734,10 @@
]
]
],
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+ "line": 195
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"methods": {
"0args": [],
"1args": [],
@@ -233132,6 +245784,10 @@
]
]
],
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+ "line": 57
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"methods": {
"0args": [],
"1args": [],
@@ -233152,7 +245808,7 @@
"IsList"
]
],
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}
],
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@@ -233176,7 +245832,7 @@
"IsList"
]
],
- "rank": 70
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}
],
"5args": [],
@@ -233219,6 +245875,10 @@
]
]
],
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+ "line": 62
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"methods": {
"0args": [],
"1args": [],
@@ -233241,7 +245901,7 @@
"IsList"
]
],
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},
{
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@@ -233258,7 +245918,7 @@
"IsList"
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}
],
"4args": [
@@ -233284,7 +245944,7 @@
"IsList"
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},
{
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@@ -233308,7 +245968,7 @@
"IsList"
]
],
- "rank": 100
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},
{
"comment": "GroupGeneralMappingByImagesNC: for group, pcp group, list, list",
@@ -233331,7 +245991,7 @@
"IsList"
]
],
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},
{
"comment": "GroupGeneralMappingByImagesNC: for pcp group, group, list, list",
@@ -233354,7 +246014,7 @@
"IsList"
]
],
- "rank": 85
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},
{
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@@ -233376,7 +246036,7 @@
"IsList"
]
],
- "rank": 70
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}
],
"5args": [],
@@ -233419,6 +246079,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -233437,7 +246101,7 @@
"Tester(IsAssociative)"
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],
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}
],
"3args": [
@@ -233458,7 +246122,7 @@
"IsList"
]
],
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},
{
"comment": "GroupHomomorphismByImagesNC: for group, list, list",
@@ -233475,7 +246139,7 @@
"IsList"
]
],
- "rank": 37
+ "rank": 39
}
],
"4args": [
@@ -233499,7 +246163,7 @@
"IsList"
]
],
- "rank": 70
+ "rank": 74
}
],
"5args": [],
@@ -233520,6 +246184,10 @@
]
]
],
+ "location": {
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+ "line": 251
+ },
"methods": {
"0args": [],
"1args": [
@@ -233628,6 +246296,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ghom.gd",
+ "line": 251
+ },
"methods": {
"0args": [],
"1args": [],
@@ -233692,6 +246364,10 @@
]
]
],
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+ "line": 251
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"methods": {
"0args": [],
"1args": [],
@@ -233716,6 +246392,10 @@
]
]
],
+ "location": {
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+ "line": 268
+ },
"methods": {
"0args": [],
"1args": [
@@ -233761,6 +246441,10 @@
[]
]
],
+ "location": {
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+ "line": 268
+ },
"methods": {
"0args": [],
"1args": [],
@@ -233804,6 +246488,10 @@
]
]
],
+ "location": {
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+ "line": 268
+ },
"methods": {
"0args": [],
"1args": [],
@@ -233831,6 +246519,10 @@
]
]
],
+ "location": {
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+ "line": 322
+ },
"methods": {
"0args": [],
"1args": [],
@@ -233851,7 +246543,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 10102
+ "rank": 10106
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp",
@@ -233869,7 +246561,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 401
+ "rank": 405
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: for AffineCrystGroup, via pcp representation",
@@ -233883,7 +246575,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 116
+ "rank": 120
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: for AffineCrystGroup, via pcp representation",
@@ -233897,7 +246589,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 116
+ "rank": 120
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: test if known/try solvable factor for permutation groups",
@@ -233929,7 +246621,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: for AffineCrystGroup",
@@ -233943,7 +246635,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 96
+ "rank": 100
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp",
@@ -233975,7 +246667,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 73
+ "rank": 77
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: for subgroups of fp groups by quotient rep.",
@@ -233988,7 +246680,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
- "rank": 71
+ "rank": 75
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: for subgroups of fp groups",
@@ -234000,7 +246692,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 70
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},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCOp: search for operation",
@@ -234016,7 +246708,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
}
],
"3args": [],
@@ -234037,6 +246729,10 @@
]
]
],
+ "location": {
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+ "line": 322
+ },
"methods": {
"0args": [],
"1args": [
@@ -234048,7 +246744,7 @@
"Tester(NaturalHomomorphismByNormalSubgroupNCInParent)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCInParent: method that calls the two-argument operation NaturalHomomorphismByNormalSubgroupNCOp",
@@ -234060,7 +246756,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNCInParent: default method requiring categories and checking properties",
@@ -234092,6 +246788,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ghom.gd",
+ "line": 322
+ },
"methods": {
"0args": [],
"1args": [],
@@ -234133,6 +246833,10 @@
]
]
],
+ "location": {
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+ "line": 322
+ },
"methods": {
"0args": [],
"1args": [],
@@ -234160,6 +246864,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/ghom.gd",
+ "line": 322
+ },
"methods": {
"0args": [],
"1args": [],
@@ -234180,7 +246888,7 @@
"CategoryCollections(IsPcpElement)"
]
],
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+ "rank": 100
},
{
"comment": "NaturalHomomorphismByNormalSubgroupNC: try to exploit the in-parent attribute NaturalHomomorphismByNormalSubgroupNCInParent",
@@ -234196,7 +246904,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 64
+ "rank": 68
}
],
"3args": [],
@@ -234220,6 +246928,10 @@
]
]
],
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+ "line": 376
+ },
"methods": {
"0args": [],
"1args": [],
@@ -234236,7 +246948,7 @@
"IsMultiplicativeElementWithInverse"
]
],
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+ "rank": 40
}
],
"3args": [],
@@ -234260,6 +246972,10 @@
]
]
],
+ "location": {
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"methods": {
"0args": [],
"1args": [],
@@ -234276,7 +246992,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -234300,6 +247016,10 @@
]
]
],
+ "location": {
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+ "line": 449
+ },
"methods": {
"0args": [],
"1args": [],
@@ -234316,7 +247036,7 @@
"IsMultiplicativeElementWithInverse"
]
],
- "rank": 38
+ "rank": 40
}
],
"3args": [],
@@ -234339,6 +247059,10 @@
]
]
],
+ "location": {
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+ "line": 500
+ },
"methods": {
"0args": [],
"1args": [
@@ -234451,6 +247175,10 @@
]
]
],
+ "location": {
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+ "line": 500
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"methods": {
"0args": [],
"1args": [],
@@ -234494,6 +247222,10 @@
]
]
],
+ "location": {
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+ "line": 500
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"methods": {
"0args": [],
"1args": [],
@@ -234518,6 +247250,10 @@
]
]
],
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"methods": {
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@@ -234621,6 +247361,10 @@
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@@ -234701,6 +247449,10 @@
[]
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@@ -234741,6 +247493,10 @@
]
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@@ -234827,6 +247587,10 @@
[]
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@@ -234892,6 +247660,10 @@
]
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@@ -234903,7 +247675,7 @@
"Tester(RegularActionHomomorphism)"
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"Tester(IsAssociative)"
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{
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@@ -234959,6 +247731,10 @@
[]
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]
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@@ -235025,6 +247805,10 @@
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@@ -235098,7 +247886,7 @@
"CategoryCollections(IsPcpElement)"
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@@ -235327,7 +248119,7 @@
"Tester(RespectsInverses)"
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@@ -235358,6 +248150,10 @@
[]
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"Tester(IsFullRowModule)"
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"CanEasilyComputePcgs"
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"IsSubgroupFpGroup"
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"Tester(IsAssociative)"
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@@ -235637,6 +248433,10 @@
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"Tester(IsAssociative)"
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"Tester(IsAssociative)"
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[]
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[]
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[]
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[]
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[]
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@@ -236489,7 +249361,7 @@
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@@ -236525,6 +249397,10 @@
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{
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@@ -236673,6 +249557,10 @@
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"Tester(IsAssociative)"
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{
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@@ -236793,6 +249689,10 @@
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@@ -236867,7 +249775,7 @@
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{
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@@ -236912,6 +249820,10 @@
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[]
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@@ -237085,6 +250009,10 @@
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@@ -237108,6 +250036,10 @@
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@@ -237165,6 +250097,10 @@
[]
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@@ -237207,6 +250143,10 @@
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@@ -237230,6 +250170,10 @@
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@@ -237287,6 +250231,10 @@
[]
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@@ -237329,6 +250277,10 @@
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@@ -237361,6 +250313,10 @@
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"Tester(IsAssociative)"
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{
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@@ -237407,7 +250363,7 @@
"Tester(IsAssociative)"
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}
],
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@@ -237432,6 +250388,10 @@
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@@ -237450,7 +250410,7 @@
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@@ -237476,6 +250436,10 @@
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@@ -237494,7 +250458,7 @@
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@@ -237515,6 +250479,10 @@
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@@ -237526,7 +250494,7 @@
"Tester(DirectFactorsOfGroup)"
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@@ -237539,7 +250507,7 @@
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@@ -237551,7 +250519,7 @@
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{
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@@ -237563,7 +250531,7 @@
"Tester(DirectProductInfo)"
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{
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@@ -237606,6 +250574,10 @@
[]
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@@ -237647,6 +250619,10 @@
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@@ -237669,6 +250645,10 @@
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@@ -237680,7 +250660,7 @@
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+ "rank": 35
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{
"comment": "SemidirectFactorsOfGroup: default method requiring categories and checking properties",
@@ -237723,6 +250703,10 @@
[]
]
],
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+ "line": 319
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@@ -237764,6 +250748,10 @@
]
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@@ -237786,6 +250774,10 @@
]
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+ "line": 346
+ },
"methods": {
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"1args": [
@@ -237797,7 +250789,7 @@
"Tester(DecompositionTypesOfGroup)"
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],
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},
{
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@@ -237808,7 +250800,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "DecompositionTypesOfGroup: default method requiring categories and checking properties",
@@ -237840,6 +250832,10 @@
[]
]
],
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+ "line": 346
+ },
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@@ -237881,6 +250877,10 @@
]
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@@ -237903,6 +250903,10 @@
]
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+ "line": 366
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@@ -237914,7 +250918,7 @@
"Tester(IsDihedralGroup)"
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{
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@@ -237925,7 +250929,7 @@
"Tester(IsAssociative)"
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- "rank": 33
+ "rank": 35
},
{
"comment": "IsDihedralGroup: default method requiring categories and checking properties",
@@ -237959,6 +250963,10 @@
]
]
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+ "line": 366
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@@ -238000,6 +251008,10 @@
]
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@@ -238022,6 +251034,10 @@
]
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+ "line": 367
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@@ -238033,7 +251049,7 @@
"Tester(DihedralGenerators)"
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+ "rank": 20037
},
{
"comment": "DihedralGenerators: default method requiring categories and checking properties",
@@ -238065,6 +251081,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpnames.gd",
+ "line": 367
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@@ -238106,6 +251126,10 @@
]
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@@ -238128,6 +251152,10 @@
]
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@@ -238139,7 +251167,7 @@
"Tester(IsQuaternionGroup)"
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{
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@@ -238150,7 +251178,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "IsQuaternionGroup: default method requiring categories and checking properties",
@@ -238184,6 +251212,10 @@
]
]
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@@ -238225,6 +251257,10 @@
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@@ -238247,6 +251283,10 @@
]
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@@ -238258,7 +251298,7 @@
"Tester(QuaternionGenerators)"
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+ "rank": 20037
},
{
"comment": "QuaternionGenerators: default method requiring categories and checking properties",
@@ -238290,6 +251330,10 @@
[]
]
],
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@@ -238331,6 +251375,10 @@
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@@ -238353,6 +251401,10 @@
]
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"Tester(IsQuasiDihedralGroup)"
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"Tester(IsAssociative)"
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},
{
"comment": "IsQuasiDihedralGroup: default method requiring categories and checking properties",
@@ -238409,6 +251461,10 @@
]
]
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@@ -238450,6 +251506,10 @@
]
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@@ -238472,6 +251532,10 @@
]
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"Tester(QuasiDihedralGenerators)"
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{
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@@ -238515,6 +251579,10 @@
[]
]
],
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@@ -238556,6 +251624,10 @@
]
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@@ -238578,6 +251650,10 @@
]
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@@ -238589,7 +251665,7 @@
"Tester(IsPSL)"
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{
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@@ -238600,7 +251676,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "IsPSL: default method requiring categories and checking properties",
@@ -238634,6 +251710,10 @@
]
]
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@@ -238697,6 +251781,10 @@
]
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"Tester(ParametersOfGroupViewedAsPSL)"
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{
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@@ -238740,6 +251828,10 @@
[]
]
],
+ "location": {
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]
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]
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"Tester(ParametersOfGroupViewedAsSL)"
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{
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@@ -238846,6 +251946,10 @@
[]
]
],
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]
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]
]
],
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"Tester(ParametersOfGroupViewedAsGL)"
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{
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@@ -238952,6 +252064,10 @@
[]
]
],
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@@ -238993,6 +252109,10 @@
]
]
],
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@@ -239015,6 +252135,10 @@
]
]
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@@ -239026,7 +252150,7 @@
"Tester(AlternatingDegree)"
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],
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{
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@@ -239037,7 +252161,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "AlternatingDegree: default method requiring categories and checking properties",
@@ -239069,6 +252193,10 @@
[]
]
],
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]
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@@ -239132,6 +252264,10 @@
]
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],
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@@ -239143,7 +252279,7 @@
"Tester(SymmetricDegree)"
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{
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@@ -239154,7 +252290,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "SymmetricDegree: default method requiring categories and checking properties",
@@ -239186,6 +252322,10 @@
[]
]
],
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@@ -239249,6 +252393,10 @@
]
]
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"Tester(PSLDegree)"
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{
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@@ -239271,7 +252419,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "PSLDegree: default method requiring categories and checking properties",
@@ -239303,6 +252451,10 @@
[]
]
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]
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@@ -239377,7 +252537,7 @@
"Tester(PSLUnderlyingField)"
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],
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},
{
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@@ -239388,7 +252548,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "PSLUnderlyingField: default method requiring categories and checking properties",
@@ -239420,6 +252580,10 @@
[]
]
],
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"1args": [],
@@ -239461,6 +252625,10 @@
]
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@@ -239483,6 +252651,10 @@
]
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@@ -239494,7 +252666,7 @@
"Tester(SLDegree)"
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{
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@@ -239505,7 +252677,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "SLDegree: default method requiring categories and checking properties",
@@ -239537,6 +252709,10 @@
[]
]
],
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@@ -239578,6 +252754,10 @@
]
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@@ -239600,6 +252780,10 @@
]
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@@ -239611,7 +252795,7 @@
"Tester(SLUnderlyingField)"
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{
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@@ -239622,7 +252806,7 @@
"Tester(IsAssociative)"
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},
{
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@@ -239654,6 +252838,10 @@
[]
]
],
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@@ -239695,6 +252883,10 @@
]
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@@ -239717,6 +252909,10 @@
]
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@@ -239728,7 +252924,7 @@
"Tester(GLDegree)"
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{
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@@ -239739,7 +252935,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "GLDegree: default method requiring categories and checking properties",
@@ -239771,6 +252967,10 @@
[]
]
],
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@@ -239812,6 +253012,10 @@
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@@ -239834,6 +253038,10 @@
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@@ -239845,7 +253053,7 @@
"Tester(GLUnderlyingField)"
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{
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@@ -239856,7 +253064,7 @@
"Tester(IsAssociative)"
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{
"comment": "GLUnderlyingField: default method requiring categories and checking properties",
@@ -239888,6 +253096,10 @@
[]
]
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@@ -239929,6 +253141,10 @@
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@@ -239951,6 +253167,10 @@
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@@ -239962,7 +253182,7 @@
"Tester(StructureDescription)"
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{
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@@ -239975,7 +253195,7 @@
"Tester(IsHandledByNiceMonomorphism)"
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{
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@@ -239986,7 +253206,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "StructureDescription: default method requiring categories and checking properties",
@@ -240018,6 +253238,10 @@
[]
]
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@@ -240059,6 +253283,10 @@
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@@ -240079,6 +253307,10 @@
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@@ -240113,6 +253345,10 @@
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@@ -240152,6 +253388,10 @@
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@@ -251047,7 +264947,7 @@
],
[]
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"3args": [],
@@ -251066,6 +264966,10 @@
]
]
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"1args": [
@@ -251107,6 +265011,10 @@
[]
]
],
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"1args": [],
@@ -251146,6 +265054,10 @@
]
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"1args": [],
@@ -251168,6 +265080,10 @@
]
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@@ -251179,7 +265095,7 @@
"Tester(StoredPermliftSeries)"
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@@ -251190,7 +265106,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
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{
"comment": "StoredPermliftSeries: default method requiring categories and checking properties",
@@ -251222,6 +265138,10 @@
[]
]
],
+ "location": {
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"methods": {
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"1args": [],
@@ -251263,6 +265183,10 @@
]
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@@ -251290,6 +265214,10 @@
]
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@@ -251326,7 +265254,7 @@
"Tester(IsAssociative)"
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@@ -251347,6 +265275,10 @@
]
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@@ -251358,7 +265290,7 @@
"Tester(ComputedAscendingChains)"
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{
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@@ -251369,7 +265301,7 @@
"Tester(IsAssociative)"
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{
"comment": "ComputedAscendingChains: default method requiring categories and checking properties",
@@ -251401,6 +265333,10 @@
[]
]
],
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"1args": [],
@@ -251442,6 +265378,10 @@
]
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"1args": [],
@@ -251465,6 +265405,10 @@
[]
]
],
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@@ -251489,7 +265433,7 @@
"CategoryCollections(CategoryCollections(IsMultiplicativeElement))"
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@@ -251515,7 +265459,7 @@
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{
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@@ -251526,7 +265470,7 @@
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[]
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{
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@@ -251551,7 +265495,7 @@
],
[]
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],
"3args": [],
@@ -251570,6 +265514,10 @@
]
]
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"1args": [
@@ -251602,6 +265550,10 @@
[]
]
],
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"1args": [],
@@ -251641,6 +265593,10 @@
]
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@@ -251661,6 +265617,10 @@
]
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"1args": [
@@ -251693,6 +265653,10 @@
[]
]
],
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"1args": [],
@@ -251732,6 +265696,10 @@
]
]
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@@ -251760,6 +265728,10 @@
]
]
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@@ -251780,7 +265752,7 @@
"Tester(IsAssociative)"
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@@ -251803,7 +265775,7 @@
"IsPosRat"
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],
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}
],
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@@ -251832,6 +265804,10 @@
]
]
],
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@@ -251856,7 +265832,7 @@
"Tester(IsAssociative)"
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}
],
"4args": [],
@@ -251886,6 +265862,10 @@
]
]
],
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@@ -251934,7 +265914,7 @@
"Tester(IsAssociative)"
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}
],
"4args": [],
@@ -251952,6 +265932,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -251993,6 +265977,10 @@
[]
]
],
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@@ -252032,6 +266020,10 @@
]
]
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@@ -252055,6 +266047,10 @@
[]
]
],
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@@ -252070,7 +266066,7 @@
],
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{
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@@ -252082,7 +266078,7 @@
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[]
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],
"3args": [],
@@ -252108,6 +266104,10 @@
]
]
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@@ -252128,7 +266128,7 @@
"Tester(IsAssociative)"
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{
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@@ -252160,7 +266160,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
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{
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@@ -252174,7 +266174,7 @@
"Tester(IsAffineCrystGroupOnRight)"
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{
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@@ -252208,7 +266208,7 @@
"Tester(IsAssociative)"
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],
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}
],
"3args": [],
@@ -252229,6 +266229,10 @@
]
]
],
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@@ -252253,7 +266257,7 @@
"Tester(IsAssociative)"
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],
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}
],
"2args": [],
@@ -252280,6 +266284,10 @@
]
]
],
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@@ -252300,7 +266308,7 @@
"Tester(IsAssociative)"
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{
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@@ -252336,7 +266344,7 @@
"Tester(IsAssociative)"
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{
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@@ -252352,7 +266360,7 @@
"Tester(IsAssociative)"
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],
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}
],
"3args": [],
@@ -252373,6 +266381,10 @@
]
]
],
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@@ -252384,7 +266396,7 @@
"Tester(NaturalHomomorphismsPool)"
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{
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@@ -252395,7 +266407,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "NaturalHomomorphismsPool: default method requiring categories and checking properties",
@@ -252427,6 +266439,10 @@
[]
]
],
+ "location": {
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+ "line": 124
+ },
"methods": {
"0args": [],
"1args": [],
@@ -252468,6 +266484,10 @@
]
]
],
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -252495,6 +266515,10 @@
]
]
],
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"1args": [],
@@ -252515,7 +266539,7 @@
"Tester(IsAssociative)"
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{
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@@ -252528,7 +266552,7 @@
"IsSubgroupFpGroup"
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],
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{
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@@ -252541,7 +266565,7 @@
"IsSubgroupOfWholeGroupByQuotientRep"
]
],
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{
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@@ -252553,7 +266577,7 @@
"IsSubgroupFpGroup"
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],
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{
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@@ -252569,7 +266593,7 @@
"Tester(IsAssociative)"
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"Tester(IsAssociative)"
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{
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@@ -252615,7 +266639,7 @@
"Tester(IsAssociative)"
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],
- "rank": 99
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}
],
"4args": [],
@@ -252667,6 +266691,10 @@
]
]
],
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@@ -252718,7 +266746,7 @@
"IsInt"
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},
{
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@@ -252763,7 +266791,7 @@
"IsInt"
]
],
- "rank": 107
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}
],
"4args": [],
@@ -252815,6 +266843,10 @@
]
]
],
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"1args": [],
@@ -252866,7 +266898,7 @@
"IsInt"
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},
{
"comment": "IrreducibleModules: generic method for groups and finite field",
@@ -252911,7 +266943,7 @@
"IsInt"
]
],
- "rank": 107
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}
],
"4args": [],
@@ -252960,6 +266992,10 @@
]
]
],
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@@ -253002,7 +267038,7 @@
"IsEuclideanRing"
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],
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}
],
"3args": [],
@@ -253024,6 +267060,10 @@
]
]
],
+ "location": {
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+ "line": 90
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253072,6 +267112,10 @@
]
]
],
+ "location": {
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+ "line": 105
+ },
"methods": {
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"1args": [],
@@ -253125,6 +267169,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -253167,6 +267215,10 @@
]
]
],
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+ "line": 134
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"methods": {
"0args": [],
"1args": [],
@@ -253215,6 +267267,10 @@
]
]
],
+ "location": {
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+ "line": 149
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253251,6 +267307,10 @@
]
]
],
+ "location": {
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+ "line": 164
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253279,6 +267339,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/onecohom.gd",
+ "line": 423
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253317,7 +267381,7 @@
"IsListOrCollection"
]
],
- "rank": 35
+ "rank": 37
}
],
"4args": [],
@@ -253342,6 +267406,10 @@
]
]
],
+ "location": {
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+ "line": 156
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253356,7 +267424,7 @@
"CanEasilyComputePcgs"
]
],
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},
{
"comment": "ComplementClassesRepresentativesSolvableNC: using cohomology",
@@ -253372,7 +267440,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 67
+ "rank": 71
}
],
"3args": [],
@@ -253398,6 +267466,10 @@
]
]
],
+ "location": {
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+ "line": 186
+ },
"methods": {
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"1args": [],
@@ -253418,7 +267490,7 @@
"CategoryCollections(IsPcpElement)"
]
],
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},
{
"comment": "ComplementClassesRepresentatives: solvable normal subgroup or factor group",
@@ -253434,7 +267506,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 66
+ "rank": 70
},
{
"comment": "ComplementClassesRepresentatives: tell that the normal subgroup must be solvable",
@@ -253473,6 +267545,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/twocohom.gd",
+ "line": 123
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253511,6 +267587,10 @@
[]
]
],
+ "location": {
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+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253549,6 +267629,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/twocohom.gd",
+ "line": 184
+ },
"methods": {
"0args": [],
"1args": [],
@@ -253590,6 +267674,10 @@
]
]
],
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+ "line": 140
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"methods": {
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"1args": [],
@@ -253609,7 +267697,7 @@
"IsExtRElement"
]
],
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}
],
"4args": [],
@@ -253634,6 +267722,10 @@
]
]
],
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+ "line": 141
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"methods": {
"0args": [],
"1args": [],
@@ -253653,7 +267745,7 @@
"IsExtRElement"
]
],
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+ "rank": 47
}
],
"4args": [],
@@ -253672,6 +267764,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grppcext.gd",
+ "line": 158
+ },
"methods": {
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"1args": [],
@@ -253684,7 +267780,7 @@
],
[]
],
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}
],
"3args": [],
@@ -253705,6 +267801,10 @@
[]
]
],
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+ "line": 202
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"methods": {
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"1args": [],
@@ -253725,7 +267825,7 @@
"Tester(IsAssociative)"
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],
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}
],
"4args": [],
@@ -253744,6 +267844,10 @@
[]
]
],
+ "location": {
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+ "line": 220
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"methods": {
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"1args": [],
@@ -253756,7 +267860,7 @@
],
[]
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}
],
"3args": [
@@ -253771,7 +267875,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 76
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}
],
"4args": [],
@@ -253793,6 +267897,10 @@
]
]
],
+ "location": {
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+ "line": 234
+ },
"methods": {
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"1args": [],
@@ -253809,7 +267917,7 @@
"IsInt"
]
],
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}
],
"4args": [],
@@ -253830,6 +267938,10 @@
]
]
],
+ "location": {
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+ "line": 248
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"methods": {
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@@ -253844,7 +267956,7 @@
"IsInt"
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}
],
"3args": [],
@@ -253865,6 +267977,10 @@
]
]
],
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+ "line": 261
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@@ -253876,20 +267992,20 @@
"Tester(SocleComplement)"
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],
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+ "rank": 20037
},
{
- "comment": "SocleComplement: for primitive solvable group",
+ "comment": "SocleComplement: for primitive soluble group",
"filters": [
[
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "IsPrimitiveSolvableGroup",
- "Tester(IsPrimitiveSolvableGroup)"
+ "IsPrimitiveSolubleGroup",
+ "Tester(IsPrimitiveSolubleGroup)"
]
],
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},
{
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[]
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@@ -253984,6 +268108,10 @@
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@@ -253995,7 +268123,7 @@
"Tester(SocleDimensions)"
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{
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@@ -254027,6 +268155,10 @@
[]
]
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@@ -254101,7 +268241,7 @@
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{
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@@ -254133,6 +268273,10 @@
[]
]
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@@ -254174,6 +268318,10 @@
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@@ -254196,6 +268344,10 @@
]
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@@ -254207,7 +268359,7 @@
"Tester(OmegaAndLowerPCentralSeries)"
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{
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@@ -254262,6 +268414,10 @@
[]
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]
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@@ -254325,6 +268485,10 @@
]
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"IsSubgroupFpGroup"
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{
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@@ -254388,6 +268552,10 @@
[]
]
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@@ -254429,6 +268597,10 @@
]
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]
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[]
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@@ -254614,6 +268794,10 @@
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"Tester(AbelianInvariantsMultiplier)"
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[]
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]
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[]
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{
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]
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]
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[]
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[]
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[]
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{
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@@ -255739,6 +270023,10 @@
[]
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]
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"IsBool"
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{
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@@ -255944,6 +270244,10 @@
]
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[]
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[]
]
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]
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[]
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[]
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@@ -259181,6 +273813,10 @@
[]
]
],
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"1args": [],
@@ -259220,6 +273856,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -259240,6 +273880,10 @@
]
]
],
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+ },
"methods": {
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"1args": [
@@ -259274,6 +273918,10 @@
]
]
],
+ "location": {
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+ },
"methods": {
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"1args": [],
@@ -259313,6 +273961,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -259333,6 +273985,10 @@
]
]
],
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+ },
"methods": {
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"1args": [
@@ -259375,6 +274031,10 @@
[]
]
],
+ "location": {
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+ "line": 132
+ },
"methods": {
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"1args": [],
@@ -259414,6 +274074,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -259434,6 +274098,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -259445,7 +274113,7 @@
"Tester(IsomorphismSimplifiedFpGroup)"
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],
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{
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@@ -259454,7 +274122,7 @@
"IsSubgroupFpGroup"
]
],
- "rank": 35
+ "rank": 37
}
],
"2args": [],
@@ -259475,6 +274143,10 @@
[]
]
],
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+ },
"methods": {
"0args": [],
"1args": [],
@@ -259514,6 +274186,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -259536,6 +274212,10 @@
]
]
],
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@@ -259547,7 +274227,7 @@
"Tester(EpimorphismFromFreeGroup)"
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{
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@@ -259559,7 +274239,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "EpimorphismFromFreeGroup: default method requiring categories and checking properties",
@@ -259591,6 +274271,10 @@
[]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -259632,6 +274316,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -259650,6 +274338,10 @@
[]
]
],
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"methods": {
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@@ -259675,7 +274367,7 @@
"Tester(SeedFaithfulAction)"
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],
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{
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@@ -259689,7 +274381,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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{
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@@ -259706,7 +274398,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "NiceMonomorphism: use NicomorphismOfGeneralMatrixGroup",
@@ -259722,7 +274414,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "NiceMonomorphism: for automorphism groups",
@@ -259732,7 +274424,7 @@
"Tester(IsGroupOfAutomorphismsFiniteGroup)"
]
],
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{
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@@ -259746,7 +274438,7 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
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{
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@@ -259759,7 +274451,7 @@
"Tester(IsHandledByNiceMonomorphism)"
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],
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{
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@@ -259771,7 +274463,7 @@
"Tester(CanonicalNiceMonomorphism)"
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],
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},
{
"comment": "NiceMonomorphism: for a (nonrational) cyclotomic matrix group",
@@ -259786,7 +274478,7 @@
"Tester(IsAssociative)"
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],
- "rank": 46
+ "rank": 48
}
],
"2args": [],
@@ -259805,6 +274497,10 @@
[]
]
],
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"1args": [],
@@ -259825,7 +274521,7 @@
"Tester(RespectsInverses)"
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],
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},
{
"comment": "Setter(NiceMonomorphism): system setter",
@@ -259860,6 +274556,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -259884,6 +274584,10 @@
]
]
],
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"methods": {
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@@ -259931,6 +274635,10 @@
]
]
],
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"1args": [],
@@ -259974,6 +274682,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -259992,6 +274704,10 @@
[]
]
],
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@@ -260019,7 +274735,7 @@
"Tester(IsAssociative)"
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{
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@@ -260031,7 +274747,7 @@
"Tester(NiceMonomorphism)"
]
],
- "rank": 34
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}
],
"2args": [],
@@ -260050,6 +274766,10 @@
[]
]
],
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+ },
"methods": {
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"1args": [],
@@ -260087,6 +274807,10 @@
[]
]
],
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"1args": [],
@@ -260105,6 +274829,10 @@
[]
]
],
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"methods": {
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"1args": [
@@ -260129,7 +274857,7 @@
"Tester(IsHandledByNiceMonomorphism)"
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],
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}
],
"2args": [],
@@ -260148,6 +274876,10 @@
[]
]
],
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+ },
"methods": {
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@@ -260185,6 +274917,10 @@
[]
]
],
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@@ -260203,6 +274939,10 @@
[]
]
],
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@@ -260229,7 +274969,7 @@
"Tester(IsAssociative)"
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],
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}
],
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@@ -260250,6 +274990,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -260287,6 +275031,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -260320,6 +275068,10 @@
]
]
],
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@@ -260344,7 +275096,7 @@
"Tester(IsAssociative)"
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],
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}
],
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@@ -260365,6 +275117,10 @@
]
]
],
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"1args": [
@@ -260376,7 +275132,7 @@
"Tester(SeedFaithfulAction)"
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],
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{
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@@ -260387,7 +275143,7 @@
"Tester(IsAssociative)"
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{
"comment": "SeedFaithfulAction: default method requiring categories and checking properties",
@@ -260419,6 +275175,10 @@
[]
]
],
+ "location": {
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"methods": {
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"1args": [],
@@ -260460,6 +275220,10 @@
]
]
],
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@@ -260481,6 +275245,10 @@
]
]
],
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@@ -260505,7 +275273,7 @@
"CanEasilyComputePcgs"
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],
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},
{
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@@ -260521,6 +275289,19 @@
],
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},
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+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
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+ "Tester(IsAssociative)"
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{
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@@ -260551,19 +275332,6 @@
],
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{
"comment": "AutomorphismGroup: fallback method to test conditions",
"filters": [
@@ -260595,6 +275363,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -260635,6 +275407,10 @@
]
]
],
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"1args": [],
@@ -260657,6 +275433,10 @@
]
]
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@@ -260668,7 +275448,7 @@
"Tester(IsGroupOfAutomorphisms)"
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@@ -260679,7 +275459,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "IsGroupOfAutomorphisms: default method requiring categories and checking properties",
@@ -260713,6 +275493,10 @@
]
]
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@@ -260754,6 +275538,10 @@
]
]
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+ },
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"1args": [],
@@ -260776,6 +275564,10 @@
]
]
],
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@@ -260787,7 +275579,7 @@
"Tester(IsGroupOfAutomorphismsFiniteGroup)"
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],
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{
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@@ -260798,7 +275590,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "IsGroupOfAutomorphismsFiniteGroup: default method requiring categories and checking properties",
@@ -260832,6 +275624,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -260873,6 +275669,10 @@
]
]
],
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+ },
"methods": {
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"1args": [],
@@ -260894,6 +275694,10 @@
]
]
],
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@@ -260905,7 +275709,7 @@
"Tester(AutomorphismDomain)"
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],
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},
{
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@@ -260915,7 +275719,7 @@
"Tester(IsGroupOfAutomorphisms)"
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],
- "rank": 35
+ "rank": 37
},
{
"comment": "AutomorphismDomain: default method requiring categories and checking properties",
@@ -260944,6 +275748,10 @@
[]
]
],
+ "location": {
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+ "line": 112
+ },
"methods": {
"0args": [],
"1args": [],
@@ -260984,6 +275792,10 @@
]
]
],
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+ "line": 112
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261005,6 +275817,10 @@
]
]
],
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+ },
"methods": {
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"1args": [
@@ -261016,7 +275832,7 @@
"Tester(IsAutomorphismGroup)"
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],
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+ "rank": 20039
},
{
"comment": "IsAutomorphismGroup: default method requiring categories and checking properties",
@@ -261047,6 +275863,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/morpheus.gd",
+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261087,6 +275907,10 @@
]
]
],
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+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261109,6 +275933,10 @@
]
]
],
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+ },
"methods": {
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"1args": [
@@ -261120,7 +275948,7 @@
"Tester(InnerAutomorphismsAutomorphismGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
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@@ -261132,7 +275960,7 @@
"Tester(IsAutomorphismGroup)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "InnerAutomorphismsAutomorphismGroup: default method requiring categories and checking properties",
@@ -261164,6 +275992,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/morpheus.gd",
+ "line": 169
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261205,6 +276037,10 @@
]
]
],
+ "location": {
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+ "line": 169
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261232,6 +276068,10 @@
]
]
],
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+ "line": 516
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261252,7 +276092,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 81
+ "rank": 85
},
{
"comment": "GQuotients: subgroup of an fp group",
@@ -261268,7 +276108,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 78
+ "rank": 82
},
{
"comment": "GQuotients: for groups which can compute element orders",
@@ -261286,7 +276126,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 76
+ "rank": 80
}
],
"3args": [],
@@ -261312,6 +276152,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/morpheus.gd",
+ "line": 561
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261334,7 +276178,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 85
+ "rank": 89
}
],
"3args": [],
@@ -261358,6 +276202,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 100
+ },
"methods": {
"0args": [],
"1args": [
@@ -261369,7 +276217,7 @@
"Tester(DefaultFieldOfMatrixGroup)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "DefaultFieldOfMatrixGroup: alg elms",
@@ -261382,7 +276230,7 @@
"CategoryCollections(CategoryCollections(CategoryCollections(IsAlgebraicElement)))"
]
],
- "rank": 47
+ "rank": 49
},
{
"comment": "DefaultFieldOfMatrixGroup: for a matrix group over an s.c. algebra",
@@ -261397,7 +276245,7 @@
"CategoryCollections(CategoryCollections(CategoryCollections(IsSCAlgebraObj)))"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "DefaultFieldOfMatrixGroup: for matrix group over the cyclotomics",
@@ -261412,7 +276260,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "DefaultFieldOfMatrixGroup: for a matrix group over a ring Z/nZ",
@@ -261427,7 +276275,7 @@
"CategoryCollections(CategoryCollections(CategoryCollections(IsZmodnZObjNonprime)))"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "DefaultFieldOfMatrixGroup: for a matrix group",
@@ -261441,7 +276289,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "DefaultFieldOfMatrixGroup: default method requiring categories and checking properties",
@@ -261479,6 +276327,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 100
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261523,6 +276375,10 @@
]
]
],
+ "location": {
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+ "line": 100
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261548,6 +276404,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 121
+ },
"methods": {
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"1args": [
@@ -261559,7 +276419,7 @@
"Tester(DimensionOfMatrixGroup)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "DimensionOfMatrixGroup: for matrix group with dimension",
@@ -261574,7 +276434,7 @@
"Tester(Dimension)"
]
],
- "rank": 60
+ "rank": 62
},
{
"comment": "DimensionOfMatrixGroup: from one",
@@ -261589,7 +276449,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 47
+ "rank": 49
},
{
"comment": "DimensionOfMatrixGroup: for matrix group with dimension",
@@ -261604,7 +276464,7 @@
"Tester(DimensionOfMatrixGroup)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "DimensionOfMatrixGroup: from generators",
@@ -261619,7 +276479,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "DimensionOfMatrixGroup: default method requiring categories and checking properties",
@@ -261657,6 +276517,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 121
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261701,6 +276565,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 121
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261726,6 +276594,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 155
+ },
"methods": {
"0args": [],
"1args": [
@@ -261737,7 +276609,7 @@
"Tester(FieldOfMatrixGroup)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "FieldOfMatrixGroup",
@@ -261752,7 +276624,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "FieldOfMatrixGroup: for a matrix group",
@@ -261766,7 +276638,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "FieldOfMatrixGroup: default method requiring categories and checking properties",
@@ -261804,6 +276676,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 155
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261848,6 +276724,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 155
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261873,6 +276753,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [
@@ -261884,7 +276768,7 @@
"Tester(TransposedMatrixGroup)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "TransposedMatrixGroup",
@@ -261894,7 +276778,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "TransposedMatrixGroup",
@@ -261908,7 +276792,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "TransposedMatrixGroup: default method requiring categories and checking properties",
@@ -261946,6 +276830,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [],
@@ -261990,6 +276878,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 181
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262012,6 +276904,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 220
+ },
"methods": {
"0args": [],
"1args": [
@@ -262023,7 +276919,7 @@
"Tester(IsGeneralLinearGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsGeneralLinearGroup: try natural",
@@ -262037,7 +276933,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "IsGeneralLinearGroup: generic method for finite groups",
@@ -262048,7 +276944,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsGeneralLinearGroup: default method requiring categories and checking properties",
@@ -262082,6 +276978,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 220
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262123,6 +277023,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 220
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262148,6 +277052,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [
@@ -262159,7 +277067,7 @@
"Tester(IsNaturalGL)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsNaturalGL: size comparison",
@@ -262176,7 +277084,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 391
+ "rank": 393
},
{
"comment": "IsNaturalGL: default method requiring categories and checking properties",
@@ -262216,6 +277124,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262260,6 +277172,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 241
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262282,6 +277198,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [
@@ -262293,7 +277213,7 @@
"Tester(IsSpecialLinearGroup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "IsSpecialLinearGroup: generic method for finite groups",
@@ -262304,7 +277224,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsSpecialLinearGroup: default method requiring categories and checking properties",
@@ -262338,6 +277258,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262379,6 +277303,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 264
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262404,6 +277332,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 289
+ },
"methods": {
"0args": [],
"1args": [
@@ -262415,7 +277347,7 @@
"Tester(IsNaturalSL)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsNaturalSL: size comparison",
@@ -262432,7 +277364,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 391
+ "rank": 393
},
{
"comment": "IsNaturalSL: default method requiring categories and checking properties",
@@ -262472,6 +277404,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 289
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262516,6 +277452,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 289
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262541,6 +277481,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [
@@ -262552,7 +277496,7 @@
"Tester(IsSubgroupSL)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsSubgroupSL: determinant test for generators",
@@ -262567,7 +277511,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "IsSubgroupSL: default method requiring categories and checking properties",
@@ -262607,6 +277551,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262651,6 +277599,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 308
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262676,6 +277628,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 330
+ },
"methods": {
"0args": [],
"1args": [
@@ -262687,7 +277643,7 @@
"Tester(InvariantBilinearForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "InvariantBilinearForm: for a matrix group with known `InvariantQuadraticForm'",
@@ -262702,7 +277658,7 @@
"Tester(InvariantQuadraticForm)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "InvariantBilinearForm: default method requiring categories and checking properties",
@@ -262740,6 +277696,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 330
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262784,6 +277744,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 330
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262809,6 +277773,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 350
+ },
"methods": {
"0args": [],
"1args": [
@@ -262820,7 +277788,7 @@
"Tester(IsFullSubgroupGLorSLRespectingBilinearForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsFullSubgroupGLorSLRespectingBilinearForm: default method requiring categories and checking properties",
@@ -262860,6 +277828,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 350
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262904,6 +277876,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 350
+ },
"methods": {
"0args": [],
"1args": [],
@@ -262929,6 +277905,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 377
+ },
"methods": {
"0args": [],
"1args": [
@@ -262940,7 +277920,7 @@
"Tester(InvariantSesquilinearForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "InvariantSesquilinearForm: default method requiring categories and checking properties",
@@ -262978,6 +277958,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 377
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263022,6 +278006,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 377
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263047,6 +278035,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 398
+ },
"methods": {
"0args": [],
"1args": [
@@ -263058,7 +278050,7 @@
"Tester(IsFullSubgroupGLorSLRespectingSesquilinearForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsFullSubgroupGLorSLRespectingSesquilinearForm: default method requiring categories and checking properties",
@@ -263098,6 +278090,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 398
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263142,6 +278138,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 398
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263167,6 +278167,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 445
+ },
"methods": {
"0args": [],
"1args": [
@@ -263178,7 +278182,7 @@
"Tester(InvariantQuadraticForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "InvariantQuadraticForm: default method requiring categories and checking properties",
@@ -263216,6 +278220,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 445
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263260,6 +278268,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 445
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263285,6 +278297,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 493
+ },
"methods": {
"0args": [],
"1args": [
@@ -263296,7 +278312,7 @@
"Tester(IsFullSubgroupGLorSLRespectingQuadraticForm)"
]
],
- "rank": 20045
+ "rank": 20047
},
{
"comment": "IsFullSubgroupGLorSLRespectingQuadraticForm: default method requiring categories and checking properties",
@@ -263336,6 +278352,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 493
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263380,6 +278400,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpmat.gd",
+ "line": 493
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263402,6 +278426,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 83
+ },
"methods": {
"0args": [],
"1args": [
@@ -263413,7 +278441,7 @@
"Tester(FittingFreeLiftSetup)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "FittingFreeLiftSetup: permutation",
@@ -263469,6 +278497,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 83
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263510,6 +278542,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 83
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263534,6 +278570,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [
@@ -263579,6 +278619,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263622,6 +278666,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263644,6 +278692,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 186
+ },
"methods": {
"0args": [],
"1args": [
@@ -263655,7 +278707,7 @@
"Tester(DirectFactorsFittingFreeSocle)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "DirectFactorsFittingFreeSocle: generic",
@@ -263668,7 +278720,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 42
+ "rank": 44
},
{
"comment": "DirectFactorsFittingFreeSocle: default method requiring categories and checking properties",
@@ -263700,6 +278752,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 186
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263741,6 +278797,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 186
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263763,6 +278823,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 198
+ },
"methods": {
"0args": [],
"1args": [
@@ -263774,7 +278838,7 @@
"Tester(ChiefSeriesTF)"
]
],
- "rank": 20035
+ "rank": 20037
},
{
"comment": "ChiefSeriesTF: fitting free",
@@ -263786,7 +278850,7 @@
"CanComputeFittingFree"
]
],
- "rank": 43
+ "rank": 45
},
{
"comment": "ChiefSeriesTF: default method requiring categories and checking properties",
@@ -263818,6 +278882,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 198
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263859,6 +278927,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/fitfree.gd",
+ "line": 198
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263885,6 +278957,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 43
+ },
"methods": {
"0args": [],
"1args": [
@@ -263896,7 +278972,7 @@
"Tester(IsRationalMatrixGroup)"
]
],
- "rank": 20048
+ "rank": 20050
},
{
"comment": "IsRationalMatrixGroup",
@@ -263911,7 +278987,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsRationalMatrixGroup: default method requiring categories and checking properties",
@@ -263953,6 +279029,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 43
+ },
"methods": {
"0args": [],
"1args": [],
@@ -263998,6 +279078,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 43
+ },
"methods": {
"0args": [],
"1args": [],
@@ -264024,6 +279108,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 61
+ },
"methods": {
"0args": [],
"1args": [
@@ -264035,7 +279123,7 @@
"Tester(IsIntegerMatrixGroup)"
]
],
- "rank": 20048
+ "rank": 20050
},
{
"comment": "IsIntegerMatrixGroup",
@@ -264050,7 +279138,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsIntegerMatrixGroup: default method requiring categories and checking properties",
@@ -264092,6 +279180,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 61
+ },
"methods": {
"0args": [],
"1args": [],
@@ -264137,6 +279229,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 61
+ },
"methods": {
"0args": [],
"1args": [],
@@ -264163,6 +279259,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 124
+ },
"methods": {
"0args": [],
"1args": [
@@ -264174,7 +279274,7 @@
"Tester(ZClassRepsQClass)"
]
],
- "rank": 20048
+ "rank": 20050
},
{
"comment": "ZClassRepsQClass: default method requiring categories and checking properties",
@@ -264214,6 +279314,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 124
+ },
"methods": {
"0args": [],
"1args": [],
@@ -264259,6 +279363,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/grpramat.gd",
+ "line": 124
+ },
"methods": {
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"IsInt",
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{
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@@ -272104,6 +287789,10 @@
[]
]
],
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"1args": [],
@@ -272143,106 +287832,10 @@
]
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- "rank": 0
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- "6args": []
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@@ -272252,7 +287845,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(PermutationOfImage)",
+ "name": "Tester(AsTransformation)",
"type": "GAP_Operation"
},
{
@@ -272268,6 +287861,10 @@
]
]
],
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"1args": [],
@@ -272303,6 +287900,10 @@
]
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@@ -272344,6 +287945,10 @@
[]
]
],
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@@ -272383,6 +287988,10 @@
]
]
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@@ -272407,19 +288016,14 @@
"IsTransformation"
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[
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- [
- [
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- [
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+ "IsInt"
]
]
],
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@@ -272444,18 +288048,6 @@
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@@ -272463,11 +288055,10 @@
"IsTransformation"
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[
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@@ -272487,6 +288078,10 @@
[]
]
],
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+ },
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"1args": [],
@@ -272526,6 +288121,10 @@
]
]
],
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+ },
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"1args": [],
@@ -272542,19 +288141,124 @@
"filters": [
[
[
- "IsTransformation"
+ "IsHomogeneousList"
+ ]
+ ]
+ ],
+ "location": {
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+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
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+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsHomogeneousList"
],
[
- "IsInt",
- "IsPosRat"
+ "IsBool"
]
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+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Setter(IsFlatKernelOfTransformation)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsHomogeneousList"
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+ "location": {
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+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Tester(IsFlatKernelOfTransformation)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
[
[
"IsTransformation"
],
[
- "IsZeroCyc"
+ "IsInt"
]
],
[
@@ -272563,6 +288267,10 @@
]
]
],
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@@ -272577,18 +288285,6 @@
}
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@@ -272596,11 +288292,10 @@
"IsTransformation"
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[
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@@ -272623,19 +288318,14 @@
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- [
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@@ -272660,18 +288350,6 @@
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@@ -272679,11 +288357,10 @@
"IsTransformation"
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@@ -272703,6 +288380,10 @@
[]
]
],
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@@ -272742,106 +288423,10 @@
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@@ -272851,63 +288436,7 @@
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"type": "GAP_Operation"
},
{
@@ -272955,6 +288484,10 @@
]
]
],
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+ },
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@@ -273039,6 +288572,10 @@
[]
]
],
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@@ -273078,6 +288615,10 @@
]
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@@ -273101,42 +288642,10 @@
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- "5args": [],
- "6args": []
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@@ -273174,6 +288683,10 @@
]
]
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"1args": [],
@@ -273219,6 +288732,10 @@
]
]
],
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@@ -273257,78 +288774,6 @@
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{
"filters": [
[
@@ -273337,6 +288782,10 @@
]
]
],
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"1args": [
@@ -273387,6 +288836,10 @@
[]
]
],
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@@ -273426,6 +288879,10 @@
]
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@@ -273455,6 +288912,10 @@
]
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@@ -273502,6 +288963,10 @@
]
]
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@@ -273562,6 +289027,10 @@
]
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@@ -273659,6 +289128,10 @@
]
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@@ -273729,36 +289202,10 @@
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@@ -273800,6 +289247,10 @@
[]
]
],
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+ "line": 110
+ },
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@@ -273839,6 +289290,10 @@
]
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+ "line": 110
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@@ -273859,6 +289314,10 @@
]
]
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+ "line": 111
+ },
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@@ -273900,6 +289359,10 @@
[]
]
],
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+ "line": 111
+ },
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@@ -273939,6 +289402,10 @@
]
]
],
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+ "line": 111
+ },
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"1args": [],
@@ -273959,6 +289426,10 @@
]
]
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+ "line": 112
+ },
"methods": {
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@@ -274000,6 +289471,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/lib/trans.gd",
+ "line": 112
+ },
"methods": {
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"1args": [],
@@ -274039,6 +289514,10 @@
]
]
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+ "file": "/home/makx/ac/gap/lib/trans.gd",
+ "line": 112
+ },
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"1args": [],
@@ -274063,6 +289542,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/lib/trans.gd",
+ "line": 113
+ },
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"1args": [],
@@ -274101,6 +289584,10 @@
]
]
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+ "line": 114
+ },
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@@ -274143,6 +289630,10 @@
]
]
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+ "line": 115
+ },
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@@ -274197,6 +289688,10 @@
[]
]
],
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+ "line": 115
+ },
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@@ -274236,6 +289731,10 @@
]
]
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+ "line": 115
+ },
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"1args": [],
@@ -274256,6 +289755,10 @@
]
]
],
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@@ -274306,6 +289809,10 @@
[]
]
],
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+ "line": 118
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@@ -274345,6 +289852,10 @@
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"Tester(IsRectangularTable)"
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@@ -284098,6 +300584,10 @@
]
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"IsList"
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]
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"IsList"
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@@ -284321,6 +300823,10 @@
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"IsList"
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@@ -284378,6 +300884,10 @@
[]
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[]
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[]
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[]
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]
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]
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[]
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]
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]
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"Tester(IsomorphismReesMatrixSemigroup)"
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"Tester(IsAssociative)"
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{
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@@ -285087,6 +301653,10 @@
[]
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"Tester(IsomorphismReesZeroMatrixSemigroup)"
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"Tester(IsAssociative)"
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[]
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[]
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[]
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"Tester(QuotientSemigroupPreimage)"
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[]
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[]
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"Tester(QuotientSemigroupHomomorphism)"
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[]
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[]
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[]
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[]
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"Tester(IsSymmetricInverseSemigroup)"
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{
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{
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@@ -286438,6 +303140,10 @@
[]
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"Tester(IsomorphismPartialPermMonoid)"
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"Tester(IsAssociative)"
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{
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@@ -286605,6 +303319,10 @@
[]
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@@ -286764,6 +303490,10 @@
[]
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[]
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"IsOrdinaryTable"
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"Tester(CharacterDegrees)"
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{
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"IsZeroCyc"
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{
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"IsPosRat"
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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"Tester(IsAssociative)"
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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"IsCollection"
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{
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@@ -311234,6 +330108,10 @@
]
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]
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@@ -311421,7 +330319,7 @@
"Tester(IsNumberFieldByMatrices)"
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},
{
"comment": "IsNumberFieldByMatrices: default method requiring categories and checking properties",
@@ -311452,6 +330350,10 @@
]
]
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@@ -311638,7 +330560,7 @@
"Tester(IntegerDefiningPolynomial)"
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@@ -311648,7 +330570,7 @@
"Tester(IsNumberFieldByMatrices)"
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{
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@@ -311659,7 +330581,7 @@
"IsAlgebraicExtension"
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{
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@@ -311688,6 +330610,10 @@
[]
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"Tester(IntegerPrimitiveElement)"
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@@ -311808,7 +330742,7 @@
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"IsAlgebraicExtension"
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{
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@@ -311848,6 +330782,10 @@
[]
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@@ -311909,6 +330851,10 @@
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@@ -311920,7 +330866,7 @@
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@@ -311968,7 +330914,7 @@
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[]
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@@ -312049,6 +330999,10 @@
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[]
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[]
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[]
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[]
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[]
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[]
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[]
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@@ -313530,6 +332652,10 @@
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@@ -313541,7 +332667,7 @@
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@@ -313553,7 +332679,7 @@
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{
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[]
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@@ -313638,6 +332768,10 @@
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{
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@@ -313727,6 +332865,10 @@
[]
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@@ -313769,6 +332911,10 @@
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@@ -313792,6 +332938,10 @@
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@@ -313815,7 +332965,7 @@
"CategoryCollections(IsPcpElement)"
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{
"comment": "Cgs",
@@ -313858,6 +333008,10 @@
[]
]
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"1args": [],
@@ -313900,6 +333054,10 @@
]
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"1args": [],
@@ -313918,6 +333076,10 @@
[]
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@@ -313931,7 +333093,7 @@
"CategoryCollections(IsPcpElement)"
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{
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@@ -313963,6 +333125,10 @@
]
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@@ -313974,7 +333140,7 @@
"Tester(EfaSeries)"
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@@ -313986,7 +333152,7 @@
"CategoryCollections(IsPcpElement)"
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{
"comment": "EfaSeries: default method requiring categories and checking properties",
@@ -314020,6 +333186,10 @@
[]
]
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@@ -314062,6 +333232,10 @@
]
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@@ -314085,6 +333259,10 @@
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@@ -314096,7 +333274,7 @@
"Tester(PcpsOfEfaSeries)"
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{
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@@ -314108,7 +333286,7 @@
"CategoryCollections(IsPcpElement)"
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+ "rank": 50
},
{
"comment": "PcpsOfEfaSeries: default method requiring categories and checking properties",
@@ -314142,6 +333320,10 @@
[]
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@@ -314184,6 +333366,10 @@
]
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@@ -314206,6 +333392,10 @@
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@@ -314217,7 +333407,7 @@
"Tester(IsomorphismPcpGroup)"
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{
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@@ -314229,7 +333419,7 @@
"CategoryCollections(IsPcpElement)"
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{
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@@ -314243,7 +333433,7 @@
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{
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@@ -314265,7 +333455,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
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{
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@@ -314275,7 +333465,7 @@
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{
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@@ -314285,7 +333475,7 @@
"Tester(IsPointGroup)"
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@@ -314300,7 +333490,7 @@
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{
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@@ -314371,7 +333561,7 @@
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@@ -314398,7 +333588,7 @@
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@@ -314420,6 +333610,10 @@
[]
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@@ -314483,6 +333681,10 @@
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+ "line": 48
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"methods": {
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"1args": [
@@ -314494,7 +333696,7 @@
"Tester(PcpGroupByEfaSeries)"
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],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "PcpGroupByEfaSeries",
@@ -314506,7 +333708,7 @@
"CategoryCollections(IsPcpElement)"
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],
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+ "rank": 50
},
{
"comment": "PcpGroupByEfaSeries: default method requiring categories and checking properties",
@@ -314538,6 +333740,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/basic/basic.gd",
+ "line": 48
+ },
"methods": {
"0args": [],
"1args": [],
@@ -314579,6 +333785,10 @@
]
]
],
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+ "line": 48
+ },
"methods": {
"0args": [],
"1args": [],
@@ -314609,6 +333819,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/cohom/cohom.gd",
+ "line": 22
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"methods": {
"0args": [],
"1args": [],
@@ -314633,7 +333847,7 @@
"IsList"
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],
- "rank": 98
+ "rank": 102
}
],
"4args": [],
@@ -314653,6 +333867,10 @@
]
]
],
+ "location": {
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+ "line": 9
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"methods": {
"0args": [],
"1args": [
@@ -314668,7 +333886,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 54
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}
],
"2args": [],
@@ -314688,6 +333906,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/matrep/matrep.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [
@@ -314722,6 +333944,10 @@
]
]
],
+ "location": {
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+ "line": 12
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"methods": {
"0args": [],
"1args": [],
@@ -314761,6 +333987,10 @@
]
]
],
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+ "line": 12
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"methods": {
"0args": [],
"1args": [],
@@ -314784,6 +334014,10 @@
]
]
],
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+ "line": 7
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"methods": {
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"1args": [
@@ -314795,7 +334029,7 @@
"Tester(SemiSimpleEfaSeries)"
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],
- "rank": 20049
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{
"comment": "SemiSimpleEfaSeries: for pcp groups",
@@ -314807,7 +334041,7 @@
"CategoryCollections(IsPcpElement)"
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+ "rank": 50
},
{
"comment": "SemiSimpleEfaSeries: default method requiring categories and checking properties",
@@ -314841,6 +334075,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 7
+ },
"methods": {
"0args": [],
"1args": [],
@@ -314883,6 +334121,10 @@
]
]
],
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+ "line": 7
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"methods": {
"0args": [],
"1args": [],
@@ -314905,6 +334147,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [
@@ -314916,7 +334162,7 @@
"Tester(FCCentre)"
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{
"comment": "FCCentre: FCCentre for pcp groups",
@@ -314928,7 +334174,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
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},
{
"comment": "FCCentre: FCCentre for finite groups",
@@ -314941,7 +334187,7 @@
"Tester(IsAssociative)"
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],
- "rank": 44
+ "rank": 46
},
{
"comment": "FCCentre: default method requiring categories and checking properties",
@@ -314973,6 +334219,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 8
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"methods": {
"0args": [],
"1args": [],
@@ -315014,6 +334264,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -315036,6 +334290,10 @@
]
]
],
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+ "line": 11
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"methods": {
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"1args": [
@@ -315047,7 +334305,7 @@
"Tester(IsNilpotentByFinite)"
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],
- "rank": 20036
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},
{
"comment": "IsNilpotentByFinite: for pcp groups",
@@ -315059,7 +334317,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsNilpotentByFinite: default method requiring categories and checking properties",
@@ -315093,6 +334351,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 11
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"methods": {
"0args": [],
"1args": [],
@@ -315134,6 +334396,10 @@
]
]
],
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+ "line": 11
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"methods": {
"0args": [],
"1args": [],
@@ -315160,6 +334426,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -315178,7 +334448,7 @@
"IsPosRat"
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],
- "rank": 67
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}
],
"3args": [],
@@ -315199,6 +334469,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 18
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"methods": {
"0args": [],
"1args": [
@@ -315210,7 +334484,7 @@
"Tester(ComputedMaximalSubgroupClassesByIndexs)"
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],
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},
{
"comment": "ComputedMaximalSubgroupClassesByIndexs: default method",
@@ -315221,7 +334495,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "ComputedMaximalSubgroupClassesByIndexs: default method requiring categories and checking properties",
@@ -315253,6 +334527,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 18
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315294,6 +334572,10 @@
]
]
],
+ "location": {
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+ "line": 18
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"methods": {
"0args": [],
"1args": [],
@@ -315320,6 +334602,10 @@
]
]
],
+ "location": {
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+ "line": 18
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"methods": {
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"1args": [],
@@ -315337,7 +334623,7 @@
"IsPosRat"
]
],
- "rank": 52
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}
],
"3args": [],
@@ -315362,6 +334648,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -315379,7 +334669,7 @@
"IsPosRat"
]
],
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}
],
"3args": [],
@@ -315405,6 +334695,10 @@
[]
]
],
+ "location": {
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@@ -315424,7 +334718,7 @@
],
[]
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}
],
"4args": [],
@@ -315448,6 +334742,10 @@
]
]
],
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"1args": [],
@@ -315466,7 +334764,7 @@
"IsPosRat"
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],
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}
],
"3args": [],
@@ -315487,6 +334785,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 21
+ },
"methods": {
"0args": [],
"1args": [
@@ -315498,7 +334800,7 @@
"Tester(ComputedLowIndexSubgroupClassess)"
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],
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},
{
"comment": "ComputedLowIndexSubgroupClassess: default method",
@@ -315509,7 +334811,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 35
},
{
"comment": "ComputedLowIndexSubgroupClassess: default method requiring categories and checking properties",
@@ -315541,6 +334843,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 21
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315582,6 +334888,10 @@
]
]
],
+ "location": {
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+ "line": 21
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315608,6 +334918,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 21
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315625,7 +334939,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -315650,6 +334964,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 21
+ },
"methods": {
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"1args": [],
@@ -315667,7 +334985,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -315693,6 +335011,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 21
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"methods": {
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"1args": [],
@@ -315712,7 +335034,7 @@
],
[]
],
- "rank": 52
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}
],
"4args": [],
@@ -315736,6 +335058,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
+ },
"methods": {
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"1args": [],
@@ -315754,7 +335080,7 @@
"IsPosRat"
]
],
- "rank": 67
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}
],
"3args": [],
@@ -315775,6 +335101,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [
@@ -315786,7 +335116,7 @@
"Tester(ComputedLowIndexNormalSubgroupss)"
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],
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},
{
"comment": "ComputedLowIndexNormalSubgroupss: default method",
@@ -315797,7 +335127,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 35
},
{
"comment": "ComputedLowIndexNormalSubgroupss: default method requiring categories and checking properties",
@@ -315829,6 +335159,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315870,6 +335204,10 @@
]
]
],
+ "location": {
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+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315896,6 +335234,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
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"methods": {
"0args": [],
"1args": [],
@@ -315913,7 +335255,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -315938,6 +335280,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -315955,7 +335301,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -315981,6 +335327,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316000,7 +335350,7 @@
],
[]
],
- "rank": 52
+ "rank": 54
}
],
"4args": [],
@@ -316020,6 +335370,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 30
+ },
"methods": {
"0args": [],
"1args": [
@@ -316031,7 +335385,7 @@
"Tester(SchurExtension)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "SchurExtension: for groups",
@@ -316042,7 +335396,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "SchurExtension: default method requiring categories and checking properties",
@@ -316074,6 +335428,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 30
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316115,6 +335473,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 30
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316137,6 +335499,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 31
+ },
"methods": {
"0args": [],
"1args": [
@@ -316148,7 +335514,7 @@
"Tester(SchurExtensionEpimorphism)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "SchurExtensionEpimorphism: for pcp groups",
@@ -316160,7 +335526,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "SchurExtensionEpimorphism: default method requiring categories and checking properties",
@@ -316192,6 +335558,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 31
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316233,6 +335603,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 31
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316255,6 +335629,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [
@@ -316266,7 +335644,7 @@
"Tester(NonAbelianTensorSquare)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "NonAbelianTensorSquare",
@@ -316278,7 +335656,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "NonAbelianTensorSquare: default method requiring categories and checking properties",
@@ -316310,6 +335688,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316351,6 +335733,10 @@
]
]
],
+ "location": {
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+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316373,6 +335759,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 36
+ },
"methods": {
"0args": [],
"1args": [
@@ -316384,7 +335774,7 @@
"Tester(NonAbelianExteriorSquare)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "NonAbelianExteriorSquare: for pcp groups",
@@ -316396,7 +335786,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "NonAbelianExteriorSquare: default method requiring categories and checking properties",
@@ -316428,6 +335818,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 36
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316469,6 +335863,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/pcpgrp.gd",
+ "line": 36
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316491,6 +335889,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [
@@ -316502,7 +335904,7 @@
"Tester(TorsionSubgroup)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "TorsionSubgroup: for pcp groups",
@@ -316514,7 +335916,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "TorsionSubgroup: for finite groups",
@@ -316527,7 +335929,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 44
+ "rank": 46
},
{
"comment": "TorsionSubgroup: for torsion free groups",
@@ -316540,7 +335942,7 @@
"Tester(IsTorsionFree)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "TorsionSubgroup: default method requiring categories and checking properties",
@@ -316572,6 +335974,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316613,6 +336019,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316635,6 +336045,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [
@@ -316646,7 +336060,7 @@
"Tester(NormalTorsionSubgroup)"
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],
- "rank": 20036
+ "rank": 20038
},
{
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@@ -316658,7 +336072,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
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},
{
"comment": "NormalTorsionSubgroup: for finite groups",
@@ -316671,7 +336085,7 @@
"Tester(IsAssociative)"
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],
- "rank": 44
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},
{
"comment": "NormalTorsionSubgroup: for torsion free groups",
@@ -316684,7 +336098,7 @@
"Tester(IsTorsionFree)"
]
],
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+ "rank": 37
},
{
"comment": "NormalTorsionSubgroup: default method requiring categories and checking properties",
@@ -316716,6 +336130,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316757,6 +336175,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316779,6 +336201,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 25
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"methods": {
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"1args": [
@@ -316790,7 +336216,7 @@
"Tester(FiniteSubgroupClasses)"
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],
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},
{
"comment": "FiniteSubgroupClasses: for pcp groups",
@@ -316802,7 +336228,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
+ "rank": 50
},
{
"comment": "FiniteSubgroupClasses: default method requiring categories and checking properties",
@@ -316834,6 +336260,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 25
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"methods": {
"0args": [],
"1args": [],
@@ -316875,6 +336305,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 25
+ },
"methods": {
"0args": [],
"1args": [],
@@ -316897,6 +336331,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 30
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"methods": {
"0args": [],
"1args": [
@@ -316908,7 +336346,7 @@
"Tester(IsTorsionFree)"
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],
- "rank": 20036
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},
{
"comment": "IsTorsionFree: for pcp groups",
@@ -316920,7 +336358,7 @@
"CategoryCollections(IsPcpElement)"
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],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsTorsionFree",
@@ -316934,7 +336372,7 @@
"Tester(IsAssociative)"
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],
- "rank": 45
+ "rank": 47
},
{
"comment": "IsTorsionFree: default method requiring categories and checking properties",
@@ -316968,6 +336406,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 30
+ },
"methods": {
"0args": [],
"1args": [],
@@ -317009,6 +336451,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 30
+ },
"methods": {
"0args": [],
"1args": [],
@@ -317031,6 +336477,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 38
+ },
"methods": {
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"1args": [
@@ -317042,7 +336492,7 @@
"Tester(IsFreeAbelian)"
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],
- "rank": 20036
+ "rank": 20038
},
{
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@@ -317056,7 +336506,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "IsFreeAbelian",
@@ -317066,7 +336516,7 @@
"Tester(IsFinitelyGeneratedGroup)"
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],
- "rank": 35
+ "rank": 37
},
{
"comment": "IsFreeAbelian: default method requiring categories and checking properties",
@@ -317100,6 +336550,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polycyclic-2.11/gap/pcpgrp/torsion.gd",
+ "line": 38
+ },
"methods": {
"0args": [],
"1args": [],
@@ -317141,6 +336595,10 @@
]
]
],
+ "location": {
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+ "line": 38
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"methods": {
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"1args": [],
@@ -317161,6 +336619,10 @@
]
]
],
+ "location": {
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+ "line": 24
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"methods": {
"0args": [],
"1args": [
@@ -317193,6 +336655,10 @@
[]
]
],
+ "location": {
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+ "line": 24
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"methods": {
"0args": [],
"1args": [],
@@ -317232,6 +336698,10 @@
]
]
],
+ "location": {
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+ "line": 24
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"methods": {
"0args": [],
"1args": [],
@@ -317253,6 +336723,10 @@
]
]
],
+ "location": {
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+ "line": 36
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"1args": [],
@@ -317283,7 +336757,7 @@
"Tester(IsGroupClass)"
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{
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@@ -317311,7 +336785,7 @@
"Tester(LocalDefinitionFunction)"
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{
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@@ -317331,7 +336805,7 @@
"Tester(BoundaryFunction)"
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{
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@@ -317353,7 +336827,7 @@
"Tester(ResidualFunction)"
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{
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@@ -317368,7 +336842,7 @@
"IsFormationProductRep"
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{
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@@ -317383,7 +336857,7 @@
"IsFittingSetRep"
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{
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@@ -317397,7 +336871,7 @@
"IsFormationProductRep"
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{
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@@ -317413,7 +336887,7 @@
"Tester(ProjectorFunction)"
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],
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{
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@@ -317428,7 +336902,7 @@
"IsFittingSetRep"
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- "rank": 48
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{
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@@ -317442,7 +336916,7 @@
"IsFittingProductRep"
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- "rank": 48
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{
"comment": "IsMemberOp: if radical is known",
@@ -317464,7 +336938,7 @@
"Tester(RadicalFunction)"
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{
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@@ -317486,7 +336960,7 @@
"Tester(InjectorFunction)"
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],
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},
{
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@@ -317500,10 +336974,10 @@
"IsGroupClassByListRep"
]
],
- "rank": 38
+ "rank": 40
},
{
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"filters": [
[
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@@ -317515,7 +336989,7 @@
"Tester(IsSchunckClass)"
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},
{
"comment": "IsMemberOp: for IsClassByUnionRep",
@@ -317562,6 +337036,10 @@
[]
]
],
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+ "line": 36
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"methods": {
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"1args": [
@@ -317599,6 +337077,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -317636,6 +337118,10 @@
[]
]
],
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"1args": [],
@@ -317657,6 +337143,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -317689,6 +337179,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -317722,6 +337216,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -317752,6 +337250,10 @@
[]
]
],
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"methods": {
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"1args": [
@@ -317791,6 +337293,10 @@
]
]
],
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"1args": [
@@ -317839,6 +337345,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -317900,6 +337410,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -317939,6 +337453,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -317966,6 +337484,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -318036,6 +337558,10 @@
[]
]
],
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"methods": {
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"1args": [],
@@ -318073,6 +337599,10 @@
[]
]
],
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"1args": [],
@@ -318094,6 +337624,10 @@
]
]
],
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"1args": [
@@ -318205,6 +337739,10 @@
]
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"1args": [],
@@ -318245,6 +337783,10 @@
]
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"1args": [],
@@ -318266,6 +337808,10 @@
]
]
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@@ -318353,6 +337899,10 @@
]
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@@ -318393,6 +337943,10 @@
]
]
],
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"1args": [],
@@ -318414,6 +337968,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -318488,6 +338046,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -318528,6 +338090,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -318549,6 +338115,10 @@
]
]
],
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+ "line": 67
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"methods": {
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"1args": [
@@ -318623,6 +338193,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -318663,6 +338237,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -318684,6 +338262,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [
@@ -318749,6 +338331,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/grpclass.gd",
+ "line": 68
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"methods": {
"0args": [],
"1args": [],
@@ -318789,6 +338375,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/grpclass.gd",
+ "line": 68
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"methods": {
"0args": [],
"1args": [],
@@ -318810,6 +338400,10 @@
]
]
],
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+ "line": 69
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"methods": {
"0args": [],
"1args": [
@@ -318875,6 +338469,10 @@
]
]
],
+ "location": {
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+ "line": 69
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"methods": {
"0args": [],
"1args": [],
@@ -318915,6 +338513,10 @@
]
]
],
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+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/grpclass.gd",
+ "line": 69
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"methods": {
"0args": [],
"1args": [],
@@ -318936,6 +338538,10 @@
]
]
],
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+ "line": 70
+ },
"methods": {
"0args": [],
"1args": [
@@ -318999,6 +338605,10 @@
]
]
],
+ "location": {
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+ "line": 70
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"methods": {
"0args": [],
"1args": [],
@@ -319039,6 +338649,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -319060,6 +338674,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -319129,6 +338747,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -319169,6 +338791,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -319190,6 +338816,10 @@
]
]
],
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"methods": {
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"1args": [
@@ -319291,6 +338921,10 @@
]
]
],
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"1args": [],
@@ -319331,6 +338965,10 @@
]
]
],
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"1args": [],
@@ -319349,6 +338987,10 @@
[]
]
],
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"methods": {
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"1args": [
@@ -319388,6 +339030,10 @@
[]
]
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"1args": [],
@@ -319425,6 +339071,10 @@
[]
]
],
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"1args": [],
@@ -319462,6 +339112,10 @@
]
]
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"methods": {
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"1args": [],
@@ -319546,6 +339200,10 @@
[]
]
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"methods": {
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"1args": [],
@@ -319562,7 +339220,7 @@
"IsRecord"
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],
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+ "rank": 36
}
],
"3args": [],
@@ -319584,6 +339242,10 @@
[]
]
],
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"1args": [],
@@ -319600,7 +339262,7 @@
"IsFittingSetRep"
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},
{
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@@ -319621,7 +339283,7 @@
"Tester(IsNormalProductClosed)"
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],
- "rank": 45
+ "rank": 47
}
],
"3args": [],
@@ -319643,6 +339305,10 @@
]
]
],
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"methods": {
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"1args": [],
@@ -319765,6 +339431,10 @@
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@@ -319884,6 +339554,10 @@
]
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"1args": [
@@ -319916,6 +339590,10 @@
[]
]
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@@ -319955,6 +339633,10 @@
]
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"1args": [],
@@ -319975,6 +339657,10 @@
]
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"1args": [
@@ -320007,6 +339693,10 @@
[]
]
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"1args": [],
@@ -320046,6 +339736,10 @@
]
]
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"1args": [],
@@ -320068,21 +339762,25 @@
]
]
],
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"1args": [
{
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+ "comment": "IsPrimitiveSolubleGroup: system getter",
"filters": [
[
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- "Tester(IsPrimitiveSolvableGroup)"
+ "Tester(IsPrimitiveSolubleGroup)"
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],
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+ "rank": 20038
},
{
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[
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@@ -320090,10 +339788,10 @@
"Tester(IsAssociative)"
]
],
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{
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[
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@@ -320108,7 +339806,7 @@
"5args": [],
"6args": []
},
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"type": "GAP_Operation"
},
{
@@ -320124,12 +339822,16 @@
]
]
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"2args": [
{
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[
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@@ -320139,7 +339841,7 @@
"rank": 2
},
{
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[],
[]
@@ -320152,7 +339854,7 @@
"5args": [],
"6args": []
},
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"type": "GAP_Operation"
},
{
@@ -320165,6 +339867,10 @@
]
]
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"1args": [],
@@ -320174,7 +339880,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(IsPrimitiveSolvableGroup)",
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"type": "GAP_Operation"
},
{
@@ -320183,6 +339889,10 @@
[]
]
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"1args": [
@@ -320222,6 +339932,10 @@
[]
]
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"1args": [],
@@ -320259,6 +339973,10 @@
[]
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"1args": [],
@@ -320280,6 +339998,10 @@
]
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@@ -320352,6 +340074,10 @@
[]
]
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"1args": [],
@@ -320392,6 +340118,10 @@
]
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"1args": [],
@@ -320413,6 +340143,10 @@
]
]
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"1args": [
@@ -320453,6 +340187,10 @@
[]
]
],
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"1args": [],
@@ -320493,6 +340231,10 @@
]
]
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+ "line": 54
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"1args": [],
@@ -320514,6 +340256,10 @@
]
]
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"1args": [
@@ -320554,6 +340300,10 @@
[]
]
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"1args": [],
@@ -320594,6 +340344,10 @@
]
]
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"1args": [],
@@ -320612,6 +340366,10 @@
[]
]
],
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+ "line": 38
+ },
"methods": {
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"1args": [
@@ -320651,6 +340409,10 @@
[]
]
],
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+ "line": 38
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"methods": {
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"1args": [],
@@ -320688,6 +340450,10 @@
[]
]
],
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+ "line": 38
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"methods": {
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"1args": [],
@@ -320725,6 +340491,10 @@
]
]
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"methods": {
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"1args": [],
@@ -320804,6 +340574,10 @@
[]
]
],
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"1args": [
@@ -320843,6 +340617,10 @@
[]
]
],
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+ "line": 75
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"methods": {
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"1args": [],
@@ -320880,6 +340658,10 @@
[]
]
],
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+ "line": 75
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"methods": {
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"1args": [],
@@ -320898,6 +340680,10 @@
[]
]
],
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"methods": {
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"1args": [
@@ -320937,6 +340723,10 @@
[]
]
],
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+ "line": 107
+ },
"methods": {
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"1args": [],
@@ -320974,6 +340764,10 @@
[]
]
],
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+ "line": 107
+ },
"methods": {
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"1args": [],
@@ -321019,6 +340813,10 @@
]
]
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+ "line": 121
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"methods": {
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"1args": [],
@@ -321072,6 +340870,10 @@
[]
]
],
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+ "line": 153
+ },
"methods": {
"0args": [],
"1args": [
@@ -321111,6 +340913,10 @@
[]
]
],
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+ "line": 153
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321148,6 +340954,10 @@
[]
]
],
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+ "line": 153
+ },
"methods": {
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"1args": [],
@@ -321169,6 +340979,10 @@
]
]
],
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+ "line": 163
+ },
"methods": {
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"1args": [
@@ -321209,6 +341023,10 @@
[]
]
],
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+ "line": 163
+ },
"methods": {
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"1args": [],
@@ -321249,6 +341067,10 @@
]
]
],
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+ "line": 163
+ },
"methods": {
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"1args": [],
@@ -321270,6 +341092,10 @@
]
]
],
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+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [
@@ -321341,6 +341167,10 @@
[]
]
],
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+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321381,6 +341211,10 @@
]
]
],
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+ "line": 173
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321407,6 +341241,10 @@
]
]
],
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+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321425,7 +341263,7 @@
"Tester(ProjectorFunction)"
]
],
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+ "rank": 10050
},
{
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@@ -321446,7 +341284,7 @@
"Tester(IsSchunckClass)"
]
],
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},
{
"comment": "ProjectorOp: compute from LocalDefinitionFunction",
@@ -321473,7 +341311,7 @@
"Tester(LocalDefinitionFunction)"
]
],
- "rank": 74
+ "rank": 76
},
{
"comment": "ProjectorOp: for intersection of group classes which is a local formation",
@@ -321500,7 +341338,7 @@
"IsClassByIntersectionRep"
]
],
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},
{
"comment": "ProjectorOp: compute from boundary",
@@ -321519,7 +341357,7 @@
"Tester(BoundaryFunction)"
]
],
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},
{
"comment": "ProjectorOp: for intersection of group classes",
@@ -321538,7 +341376,7 @@
"IsClassByIntersectionRep"
]
],
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+ "rank": 71
},
{
"comment": "ProjectorOp: use MemberFunction",
@@ -321557,7 +341395,7 @@
"Tester(IsSchunckClass)"
]
],
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+ "rank": 69
},
{
"comment": "ProjectorOp: use only membership test",
@@ -321575,7 +341413,7 @@
"Tester(IsSchunckClass)"
]
],
- "rank": 66
+ "rank": 68
},
{
"comment": "ProjectorOp: handled by IsomorphismPcGroup",
@@ -321594,10 +341432,10 @@
"Tester(IsSchunckClass)"
]
],
- "rank": 62
+ "rank": 64
},
{
- "comment": "ProjectorOp: fallback method to test conditions",
+ "comment": "ProjectorOp: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -321609,7 +341447,7 @@
"Tester(IsGroupClass)"
]
],
- "rank": 37
+ "rank": 39
}
],
"3args": [],
@@ -321630,6 +341468,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [
@@ -321641,7 +341483,7 @@
"Tester(ComputedProjectors)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "ComputedProjectors: default method",
@@ -321652,7 +341494,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ComputedProjectors: default method requiring categories and checking properties",
@@ -321684,6 +341526,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321725,6 +341571,10 @@
]
]
],
+ "location": {
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+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321751,6 +341601,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321768,7 +341622,7 @@
"Tester(IsGroupClass)"
]
],
- "rank": 37
+ "rank": 39
}
],
"3args": [],
@@ -321793,6 +341647,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 20
+ },
"methods": {
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"1args": [],
@@ -321810,7 +341668,7 @@
"Tester(IsGroupClass)"
]
],
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+ "rank": 39
}
],
"3args": [],
@@ -321836,6 +341694,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 20
+ },
"methods": {
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"1args": [],
@@ -321855,7 +341717,7 @@
],
[]
],
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+ "rank": 39
}
],
"4args": [],
@@ -321879,6 +341741,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -321896,7 +341762,7 @@
"Tester(IsSchunckClass)"
]
],
- "rank": 47
+ "rank": 49
}
],
"3args": [],
@@ -321917,6 +341783,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [
@@ -321928,7 +341798,7 @@
"Tester(ComputedCoveringSubgroups)"
]
],
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+ "rank": 20038
},
{
"comment": "ComputedCoveringSubgroups: default method",
@@ -321939,7 +341809,7 @@
"Tester(IsAssociative)"
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],
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+ "rank": 35
},
{
"comment": "ComputedCoveringSubgroups: default method requiring categories and checking properties",
@@ -321971,6 +341841,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322012,6 +341886,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322038,6 +341916,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322055,7 +341937,7 @@
"Tester(IsGroupClass)"
]
],
- "rank": 37
+ "rank": 39
}
],
"3args": [],
@@ -322080,6 +341962,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322097,7 +341983,7 @@
"Tester(IsGroupClass)"
]
],
- "rank": 37
+ "rank": 39
}
],
"3args": [],
@@ -322123,6 +342009,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322142,7 +342032,7 @@
],
[]
],
- "rank": 37
+ "rank": 39
}
],
"4args": [],
@@ -322168,6 +342058,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/projector.gd",
+ "line": 43
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322194,7 +342088,7 @@
"rank": 66
},
{
- "comment": "ProjectorFromExtendedBoundaryFunction: for solvable groups",
+ "comment": "ProjectorFromExtendedBoundaryFunction: for soluble groups",
"filters": [
[
"IsFinite",
@@ -322212,10 +342106,10 @@
"IsBool"
]
],
- "rank": 50
+ "rank": 52
},
{
- "comment": "ProjectorFromExtendedBoundaryFunction: fallback method to test conditions",
+ "comment": "ProjectorFromExtendedBoundaryFunction: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -322229,7 +342123,7 @@
"IsBool"
]
],
- "rank": 35
+ "rank": 37
}
],
"4args": [],
@@ -322252,6 +342146,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/injector.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -322273,7 +342171,7 @@
"IsFittingSetRep"
]
],
- "rank": 10063
+ "rank": 10065
},
{
"comment": "InjectorOp: injector function is known",
@@ -322299,7 +342197,7 @@
"Tester(InjectorFunction)"
]
],
- "rank": 10061
+ "rank": 10063
},
{
"comment": "InjectorOp: handled by nice monomorphism",
@@ -322326,7 +342224,7 @@
"Tester(IsNormalProductClosed)"
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],
- "rank": 395
+ "rank": 397
},
{
"comment": "InjectorOp: for pcgs computable groups: use radical",
@@ -322350,7 +342248,7 @@
"Tester(IsNormalProductClosed)"
]
],
- "rank": 64
+ "rank": 66
},
{
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@@ -322368,7 +342266,7 @@
"IsFittingSetRep"
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{
"comment": "InjectorOp: handled by IsomorphismPcGroup",
@@ -322393,10 +342291,10 @@
"Tester(IsNormalProductClosed)"
]
],
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+ "rank": 62
},
{
- "comment": "InjectorOp: fallback method to test conditions",
+ "comment": "InjectorOp: redispatch if group is finite or soluble",
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[
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@@ -322404,10 +342302,11 @@
"Tester(IsAssociative)"
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[
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+ "IsGroupClass",
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+ "rank": 39
}
],
"3args": [],
@@ -322428,6 +342327,10 @@
]
]
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"1args": [
@@ -322439,7 +342342,7 @@
"Tester(ComputedInjectors)"
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{
"comment": "ComputedInjectors: default method",
@@ -322450,7 +342353,7 @@
"Tester(IsAssociative)"
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+ "rank": 35
},
{
"comment": "ComputedInjectors: default method requiring categories and checking properties",
@@ -322482,6 +342385,10 @@
[]
]
],
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+ "line": 20
+ },
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"1args": [],
@@ -322523,6 +342430,10 @@
]
]
],
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+ "line": 20
+ },
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"1args": [],
@@ -322548,6 +342459,10 @@
]
]
],
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@@ -322564,7 +342479,7 @@
"IsClass"
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+ "rank": 37
}
],
"3args": [],
@@ -322588,6 +342503,10 @@
]
]
],
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@@ -322604,7 +342523,7 @@
"IsClass"
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+ "rank": 37
}
],
"3args": [],
@@ -322629,6 +342548,10 @@
[]
]
],
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@@ -322647,7 +342570,7 @@
],
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"4args": [],
@@ -322672,6 +342595,10 @@
]
]
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@@ -322692,7 +342619,7 @@
"Tester(IsAssociative)"
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{
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@@ -322711,7 +342638,7 @@
"Tester(IsAssociative)"
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{
"comment": "NormalizerOfPronormalSubgroup: via IsomorphismPcGroup",
@@ -322728,7 +342655,7 @@
"Tester(IsAssociative)"
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{
"comment": "NormalizerOfPronormalSubgroup: for generic groups",
@@ -322744,7 +342671,7 @@
"Tester(IsAssociative)"
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}
],
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@@ -322766,6 +342693,10 @@
]
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"1args": [],
@@ -322818,6 +342749,10 @@
]
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@@ -322826,7 +342761,7 @@
"4args": [],
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@@ -322853,7 +342788,7 @@
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@@ -322887,6 +342822,10 @@
]
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@@ -322895,7 +342834,7 @@
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@@ -322922,7 +342861,7 @@
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@@ -322943,6 +342882,10 @@
]
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@@ -322964,7 +342907,7 @@
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@@ -322990,7 +342933,7 @@
"Tester(RadicalFunction)"
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"comment": "RadicalOp: handled by nice monomorphism",
@@ -323017,7 +342960,7 @@
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{
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@@ -323041,7 +342984,7 @@
"Tester(IsNormalProductClosed)"
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@@ -323060,7 +343003,7 @@
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@@ -323086,7 +343029,7 @@
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@@ -323104,7 +343047,7 @@
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{
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@@ -323130,7 +343073,7 @@
"Tester(InjectorFunction)"
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@@ -323148,7 +343091,7 @@
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@@ -323173,10 +343116,10 @@
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{
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@@ -323184,10 +343127,11 @@
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@@ -323208,6 +343152,10 @@
]
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@@ -323219,7 +343167,7 @@
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@@ -323230,7 +343178,7 @@
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{
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@@ -323262,6 +343210,10 @@
[]
]
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@@ -323303,6 +343255,10 @@
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@@ -323328,6 +343284,10 @@
]
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@@ -323344,7 +343304,7 @@
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@@ -323368,6 +343328,10 @@
]
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@@ -323384,7 +343348,7 @@
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@@ -323409,6 +343373,10 @@
[]
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@@ -323457,6 +343425,10 @@
[]
]
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@@ -323465,7 +343437,7 @@
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@@ -323487,10 +343459,10 @@
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"filters": [
[
"IsListOrCollection"
@@ -323536,6 +343508,10 @@
[]
]
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"1args": [],
@@ -323544,7 +343520,7 @@
"4args": [],
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{
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@@ -323566,10 +343542,10 @@
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"filters": [
[
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@@ -323612,6 +343588,10 @@
[]
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@@ -323634,7 +343614,7 @@
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@@ -323660,6 +343640,10 @@
[]
]
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@@ -323682,7 +343666,7 @@
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@@ -323705,6 +343689,10 @@
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@@ -323733,7 +343721,7 @@
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@@ -323760,7 +343748,7 @@
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{
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@@ -323787,7 +343775,7 @@
"Tester(LocalDefinitionFunction)"
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{
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@@ -323812,7 +343800,7 @@
"IsClassByIntersectionRep"
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{
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@@ -323836,7 +343824,7 @@
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{
"comment": "ResidualOp: for group and formation product",
@@ -323854,7 +343842,7 @@
"IsFormationProductRep"
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{
"comment": "ResidualOp: handled by IsomorphismPcGroup",
@@ -323879,10 +343867,10 @@
"Tester(IsResiduallyClosed)"
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],
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{
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@@ -323894,7 +343882,7 @@
"Tester(IsGroupClass)"
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"3args": [],
@@ -323915,6 +343903,10 @@
]
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@@ -323926,7 +343918,7 @@
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@@ -323937,7 +343929,7 @@
"Tester(IsAssociative)"
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{
"comment": "ComputedResiduals: default method requiring categories and checking properties",
@@ -323969,6 +343961,10 @@
[]
]
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"1args": [],
@@ -324010,6 +344006,10 @@
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"1args": [],
@@ -324036,6 +344036,10 @@
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@@ -324053,7 +344057,7 @@
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@@ -324078,6 +344082,10 @@
]
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@@ -324095,7 +344103,7 @@
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@@ -324121,6 +344129,10 @@
[]
]
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@@ -324140,7 +344152,7 @@
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@@ -324160,6 +344172,10 @@
]
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@@ -324171,7 +344187,7 @@
"Tester(CharacteristicSubgroups)"
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{
"comment": "CharacteristicSubgroups: via NiceMonomorphism",
@@ -324186,7 +344202,7 @@
"Tester(IsHandledByNiceMonomorphism)"
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{
"comment": "CharacteristicSubgroups: via IsomorphismPcGroup",
@@ -324201,30 +344217,30 @@
"Tester(IsSolvableGroup)"
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],
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},
{
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"IsAssociative",
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+ "Tester(IsAssociative)"
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{
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{
"comment": "CharacteristicSubgroups: default method requiring categories and checking properties",
@@ -324256,6 +344272,10 @@
[]
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@@ -324297,6 +344317,10 @@
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@@ -324329,85 +344353,10 @@
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@@ -324416,7 +344365,7 @@
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@@ -324438,10 +344387,93 @@
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+ },
+ "name": "OneInvariantSubgroupMinWrtQProperty",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsListOrCollection"
+ ],
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsFunction"
+ ],
+ [
+ "IsFunction"
+ ],
+ []
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/residual.gd",
+ "line": 45
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [
+ {
+ "comment": "AllInvariantSubgroupsWithQProperty: for soluble group",
+ "filters": [
+ [
+ "IsListOrCollection"
+ ],
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsSolvableGroup",
+ "Tester(IsSolvableGroup)"
+ ],
+ [
+ "IsFunction"
+ ],
+ [
+ "IsFunction"
+ ],
+ []
+ ],
+ "rank": 99
+ },
+ {
+ "comment": "AllInvariantSubgroupsWithQProperty: redispatch if group is finite or soluble",
"filters": [
[
"IsListOrCollection"
@@ -324484,6 +344516,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/residual.gd",
+ "line": 55
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324506,7 +344542,7 @@
],
[]
],
- "rank": 35
+ "rank": 37
}
],
"5args": [],
@@ -324532,6 +344568,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/residual.gd",
+ "line": 65
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324554,7 +344594,7 @@
],
[]
],
- "rank": 35
+ "rank": 37
}
],
"5args": [],
@@ -324573,6 +344613,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [
@@ -324584,7 +344628,7 @@
"Tester(NormalGeneratorsOfNilpotentResidual)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "NormalGeneratorsOfNilpotentResidual: for pcgs computable group",
@@ -324598,7 +344642,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "NormalGeneratorsOfNilpotentResidual: generic method - use lower central series",
@@ -324609,7 +344653,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "NormalGeneratorsOfNilpotentResidual: default method requiring categories and checking properties",
@@ -324641,6 +344685,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324682,6 +344730,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324705,6 +344757,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 74
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324757,12 +344813,16 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 82
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "CompositionSeriesUnderAction: for solvable group",
+ "comment": "CompositionSeriesUnderAction: for soluble group",
"filters": [
[
"IsListOrCollection"
@@ -324775,10 +344835,10 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 36
+ "rank": 38
},
{
- "comment": "CompositionSeriesUnderAction: fallback method to test conditions",
+ "comment": "CompositionSeriesUnderAction: redispatch if group is finite or soluble",
"filters": [
[
"IsListOrCollection"
@@ -324817,6 +344877,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 107
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324885,6 +344949,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 122
+ },
"methods": {
"0args": [],
"1args": [],
@@ -324948,6 +345016,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 137
+ },
"methods": {
"0args": [],
"1args": [
@@ -324959,7 +345031,7 @@
"Tester(PrimePowerGensPcSequence)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "PrimePowerGensPcSequence: for group with special pcgs",
@@ -324971,7 +345043,7 @@
"Tester(SpecialPcgs)"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "PrimePowerGensPcSequence: for group which can easily compute a pcgs",
@@ -324983,7 +345055,7 @@
"CanEasilyComputePcgs"
]
],
- "rank": 38
+ "rank": 40
},
{
"comment": "PrimePowerGensPcSequence: default method requiring categories and checking properties",
@@ -325015,6 +345087,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 137
+ },
"methods": {
"0args": [],
"1args": [],
@@ -325056,138 +345132,10 @@
]
]
],
- "methods": {
- "0args": [],
- "1args": [],
- "2args": [],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 137
},
- "name": "Tester(PrimePowerGensPcSequence)",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ]
- ],
- "methods": {
- "0args": [],
- "1args": [
- {
- "comment": "NilpotentProjector: system getter",
- "filters": [
- [
- "IsAttributeStoringRep",
- "Tester(NilpotentProjector)"
- ]
- ],
- "rank": 20036
- },
- {
- "comment": "NilpotentProjector: for finite solvable groups",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsSolvableGroup",
- "Tester(IsSolvableGroup)"
- ]
- ],
- "rank": 48
- },
- {
- "comment": "NilpotentProjector: fallback method to test conditions",
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- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 0
- },
- {
- "comment": "NilpotentProjector: default method requiring categories and checking properties",
- "filters": [
- [
- "IsMagmaWithInverses"
- ]
- ],
- "rank": 0
- }
- ],
- "2args": [],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
- },
- "name": "NilpotentProjector",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- []
- ]
- ],
- "methods": {
- "0args": [],
- "1args": [],
- "2args": [
- {
- "comment": "Setter(NilpotentProjector): system setter",
- "filters": [
- [
- "IsAttributeStoringRep"
- ],
- []
- ],
- "rank": 2
- },
- {
- "comment": "Setter(NilpotentProjector): default method, does nothing",
- "filters": [
- [],
- []
- ],
- "rank": 0
- }
- ],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
- },
- "name": "Setter(NilpotentProjector)",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ]
- ],
"methods": {
"0args": [],
"1args": [],
@@ -325197,117 +345145,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(NilpotentProjector)",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ]
- ],
- "methods": {
- "0args": [],
- "1args": [
- {
- "comment": "SupersolvableProjector: system getter",
- "filters": [
- [
- "IsAttributeStoringRep",
- "Tester(SupersolvableProjector)"
- ]
- ],
- "rank": 20036
- },
- {
- "comment": "SupersolvableProjector: for finite solvable groups",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsSolvableGroup",
- "Tester(IsSolvableGroup)"
- ]
- ],
- "rank": 48
- },
- {
- "comment": "SupersolvableProjector: fallback method to test conditions",
- "filters": [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 0
- },
- {
- "comment": "SupersolvableProjector: default method requiring categories and checking properties",
- "filters": [
- [
- "IsMagmaWithInverses"
- ]
- ],
- "rank": 0
- }
- ],
- "2args": [],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
- },
- "name": "SupersolvableProjector",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ],
- []
- ]
- ],
- "methods": {
- "0args": [],
- "1args": [],
- "2args": [
- {
- "comment": "Setter(SupersolvableProjector): system setter",
- "filters": [
- [
- "IsAttributeStoringRep"
- ],
- []
- ],
- "rank": 2
- },
- {
- "comment": "Setter(SupersolvableProjector): default method, does nothing",
- "filters": [
- [],
- []
- ],
- "rank": 0
- }
- ],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
- },
- "name": "Setter(SupersolvableProjector)",
+ "name": "Tester(PrimePowerGensPcSequence)",
"type": "GAP_Operation"
},
{
@@ -325320,100 +345158,49 @@
]
]
],
- "methods": {
- "0args": [],
- "1args": [],
- "2args": [],
- "3args": [],
- "4args": [],
- "5args": [],
- "6args": []
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 227
},
- "name": "Tester(SupersolvableProjector)",
- "type": "GAP_Operation"
- },
- {
- "filters": [
- [
- [
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ]
- ],
"methods": {
"0args": [],
"1args": [
{
- "comment": "SolvableSocle: system getter",
+ "comment": "CRISP_SmallGeneratingSet: system getter",
"filters": [
[
"IsAttributeStoringRep",
- "Tester(SolvableSocle)"
+ "Tester(CRISP_SmallGeneratingSet)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
- "comment": "SolvableSocle: handled by nice monomorphism",
+ "comment": "CRISP_SmallGeneratingSet: use SmallGeneratingSet",
"filters": [
[
- "IsFinite",
- "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "IsHandledByNiceMonomorphism",
- "Tester(IsHandledByNiceMonomorphism)"
+ "Tester(SmallGeneratingSet)"
]
],
- "rank": 379
+ "rank": 10036
},
{
- "comment": "SolvableSocle: for solvable group",
+ "comment": "CRISP_SmallGeneratingSet: subset of pcgs",
"filters": [
[
- "IsFinite",
- "Tester(IsFinite)",
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
"CanEasilyComputePcgs"
]
],
- "rank": 52
- },
- {
- "comment": "SolvableSocle: via IsomorphismPcGroup",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsSolvableGroup",
- "Tester(IsSolvableGroup)"
- ]
- ],
- "rank": 48
- },
- {
- "comment": "SolvableSocle: for finite group",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 44
+ "rank": 40
},
{
- "comment": "SolvableSocle: fallback method to test conditions",
+ "comment": "CRISP_SmallGeneratingSet: use generators",
"filters": [
[
"IsMagmaWithInverses",
@@ -325421,10 +345208,10 @@
"Tester(IsAssociative)"
]
],
- "rank": 0
+ "rank": 35
},
{
- "comment": "SolvableSocle: default method requiring categories and checking properties",
+ "comment": "CRISP_SmallGeneratingSet: default method requiring categories and checking properties",
"filters": [
[
"IsMagmaWithInverses"
@@ -325439,7 +345226,7 @@
"5args": [],
"6args": []
},
- "name": "SolvableSocle",
+ "name": "CRISP_SmallGeneratingSet",
"type": "GAP_Operation"
},
{
@@ -325453,12 +345240,16 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 227
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "Setter(SolvableSocle): system setter",
+ "comment": "Setter(CRISP_SmallGeneratingSet): system setter",
"filters": [
[
"IsAttributeStoringRep"
@@ -325468,7 +345259,7 @@
"rank": 2
},
{
- "comment": "Setter(SolvableSocle): default method, does nothing",
+ "comment": "Setter(CRISP_SmallGeneratingSet): default method, does nothing",
"filters": [
[],
[]
@@ -325481,7 +345272,7 @@
"5args": [],
"6args": []
},
- "name": "Setter(SolvableSocle)",
+ "name": "Setter(CRISP_SmallGeneratingSet)",
"type": "GAP_Operation"
},
{
@@ -325494,6 +345285,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/util.gd",
+ "line": 227
+ },
"methods": {
"0args": [],
"1args": [],
@@ -325503,7 +345298,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(SolvableSocle)",
+ "name": "Tester(CRISP_SmallGeneratingSet)",
"type": "GAP_Operation"
},
{
@@ -325516,36 +345311,25 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 27
+ },
"methods": {
"0args": [],
"1args": [
{
- "comment": "SocleComponents: system getter",
+ "comment": "NilpotentProjector: system getter",
"filters": [
[
"IsAttributeStoringRep",
- "Tester(SocleComponents)"
- ]
- ],
- "rank": 20036
- },
- {
- "comment": "SocleComponents: handled by nice monomorphism",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsHandledByNiceMonomorphism",
- "Tester(IsHandledByNiceMonomorphism)"
+ "Tester(NilpotentProjector)"
]
],
- "rank": 379
+ "rank": 20038
},
{
- "comment": "SocleComponents: for solvable group",
+ "comment": "NilpotentProjector: for finite soluble groups",
"filters": [
[
"IsFinite",
@@ -325557,10 +345341,10 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
- "comment": "SocleComponents: fallback method to test conditions",
+ "comment": "NilpotentProjector: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -325571,7 +345355,7 @@
"rank": 0
},
{
- "comment": "SocleComponents: default method requiring categories and checking properties",
+ "comment": "NilpotentProjector: default method requiring categories and checking properties",
"filters": [
[
"IsMagmaWithInverses"
@@ -325586,7 +345370,7 @@
"5args": [],
"6args": []
},
- "name": "SocleComponents",
+ "name": "NilpotentProjector",
"type": "GAP_Operation"
},
{
@@ -325600,12 +345384,16 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 27
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "Setter(SocleComponents): system setter",
+ "comment": "Setter(NilpotentProjector): system setter",
"filters": [
[
"IsAttributeStoringRep"
@@ -325615,7 +345403,7 @@
"rank": 2
},
{
- "comment": "Setter(SocleComponents): default method, does nothing",
+ "comment": "Setter(NilpotentProjector): default method, does nothing",
"filters": [
[],
[]
@@ -325628,7 +345416,7 @@
"5args": [],
"6args": []
},
- "name": "Setter(SocleComponents)",
+ "name": "Setter(NilpotentProjector)",
"type": "GAP_Operation"
},
{
@@ -325641,6 +345429,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 27
+ },
"methods": {
"0args": [],
"1args": [],
@@ -325650,7 +345442,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(SocleComponents)",
+ "name": "Tester(NilpotentProjector)",
"type": "GAP_Operation"
},
{
@@ -325663,80 +345455,25 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 41
+ },
"methods": {
"0args": [],
"1args": [
{
- "comment": "SolvableSocleComponents: system getter",
+ "comment": "SupersolubleProjector: system getter",
"filters": [
[
"IsAttributeStoringRep",
- "Tester(SolvableSocleComponents)"
- ]
- ],
- "rank": 20036
- },
- {
- "comment": "SolvableSocleComponents: handled by nice monomorphism",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsHandledByNiceMonomorphism",
- "Tester(IsHandledByNiceMonomorphism)"
+ "Tester(SupersolubleProjector)"
]
],
- "rank": 379
- },
- {
- "comment": "SolvableSocleComponents: for solvable group with known Fitting subgroup",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "Tester(FittingSubgroup)",
- "CanEasilyComputePcgs"
- ]
- ],
- "rank": 53
- },
- {
- "comment": "SolvableSocleComponents: for solvable group",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "CanEasilyComputePcgs"
- ]
- ],
- "rank": 52
- },
- {
- "comment": "SolvableSocleComponents: via IsomorphismPcGroup",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)",
- "IsSolvableGroup",
- "Tester(IsSolvableGroup)"
- ]
- ],
- "rank": 48
+ "rank": 20038
},
{
- "comment": "SolvableSocleComponents: via IsomorphismPcGroup",
+ "comment": "SupersolubleProjector: for finite soluble groups",
"filters": [
[
"IsFinite",
@@ -325748,23 +345485,10 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 48
- },
- {
- "comment": "SolvableSocleComponents: for finite groups",
- "filters": [
- [
- "IsFinite",
- "Tester(IsFinite)",
- "IsMagmaWithInverses",
- "IsAssociative",
- "Tester(IsAssociative)"
- ]
- ],
- "rank": 44
+ "rank": 50
},
{
- "comment": "SolvableSocleComponents: fallback method to test conditions",
+ "comment": "SupersolubleProjector: redispatch if group is finite or soluble",
"filters": [
[
"IsMagmaWithInverses",
@@ -325775,7 +345499,7 @@
"rank": 0
},
{
- "comment": "SolvableSocleComponents: default method requiring categories and checking properties",
+ "comment": "SupersolubleProjector: default method requiring categories and checking properties",
"filters": [
[
"IsMagmaWithInverses"
@@ -325790,7 +345514,7 @@
"5args": [],
"6args": []
},
- "name": "SolvableSocleComponents",
+ "name": "SupersolubleProjector",
"type": "GAP_Operation"
},
{
@@ -325804,12 +345528,16 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 41
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "Setter(SolvableSocleComponents): system setter",
+ "comment": "Setter(SupersolubleProjector): system setter",
"filters": [
[
"IsAttributeStoringRep"
@@ -325819,7 +345547,7 @@
"rank": 2
},
{
- "comment": "Setter(SolvableSocleComponents): default method, does nothing",
+ "comment": "Setter(SupersolubleProjector): default method, does nothing",
"filters": [
[],
[]
@@ -325832,7 +345560,7 @@
"5args": [],
"6args": []
},
- "name": "Setter(SolvableSocleComponents)",
+ "name": "Setter(SupersolubleProjector)",
"type": "GAP_Operation"
},
{
@@ -325845,6 +345573,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/samples.gd",
+ "line": 41
+ },
"methods": {
"0args": [],
"1args": [],
@@ -325854,7 +345586,7 @@
"5args": [],
"6args": []
},
- "name": "Tester(SolvableSocleComponents)",
+ "name": "Tester(SupersolubleProjector)",
"type": "GAP_Operation"
},
{
@@ -325871,6 +345603,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -325892,7 +345628,7 @@
"IsPosRat"
]
],
- "rank": 398
+ "rank": 400
},
{
"comment": "PSocleComponentsOp: via IsomorphismPcGroup",
@@ -325911,10 +345647,10 @@
"IsPosRat"
]
],
- "rank": 67
+ "rank": 69
},
{
- "comment": "PSocleComponentsOp: for finite group with SolvableSocleComponents",
+ "comment": "PSocleComponentsOp: for finite group with SolubleSocleComponents",
"filters": [
[
"IsFinite",
@@ -325922,14 +345658,14 @@
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "Tester(SolvableSocleComponents)"
+ "Tester(SolubleSocleComponents)"
],
[
"IsInt",
"IsPosRat"
]
],
- "rank": 64
+ "rank": 66
},
{
"comment": "PSocleComponentsOp: for finite group",
@@ -325946,10 +345682,10 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
- "comment": "PSocleComponentsOp: fallback method to test conditions",
+ "comment": "PSocleComponentsOp: redispatch if group is finite",
"filters": [
[
"IsMagmaWithInverses",
@@ -325982,6 +345718,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [
@@ -325993,7 +345733,7 @@
"Tester(ComputedPSocleComponentss)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "ComputedPSocleComponentss: default method",
@@ -326004,7 +345744,7 @@
"Tester(IsAssociative)"
]
],
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+ "rank": 35
},
{
"comment": "ComputedPSocleComponentss: default method requiring categories and checking properties",
@@ -326036,6 +345776,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326077,6 +345821,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326103,6 +345851,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326120,7 +345872,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -326145,6 +345897,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326162,7 +345918,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -326188,6 +345944,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 12
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326207,7 +345967,7 @@
],
[]
],
- "rank": 52
+ "rank": 54
}
],
"4args": [],
@@ -326231,12 +345991,16 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
"methods": {
"0args": [],
"1args": [],
"2args": [
{
- "comment": "PSocleOp: handled by nice monomorphism",
+ "comment": "PSocleSeriesOp: handled by nice monomorphism",
"filters": [
[
"IsFinite",
@@ -326252,10 +346016,10 @@
"IsPosRat"
]
],
- "rank": 398
+ "rank": 400
},
{
- "comment": "PSocleOp: for pcgs computable group",
+ "comment": "PSocleSeriesOp: for pcgs computable group, compute from components",
"filters": [
[
"IsFinite",
@@ -326270,10 +346034,10 @@
"IsPosRat"
]
],
- "rank": 71
+ "rank": 73
},
{
- "comment": "PSocleOp: handled by nice monomorphism",
+ "comment": "PSocleSeriesOp: via IsomorphismPcGroup",
"filters": [
[
"IsFinite",
@@ -326289,10 +346053,10 @@
"IsPosRat"
]
],
- "rank": 67
+ "rank": 69
},
{
- "comment": "PSocleOp: for finite group",
+ "comment": "PSocleSeriesOp: for finite group, compute from components",
"filters": [
[
"IsFinite",
@@ -326306,10 +346070,342 @@
"IsPosRat"
]
],
- "rank": 63
+ "rank": 65
},
{
- "comment": "PSocleOp: fallback method to test conditions",
+ "comment": "PSocleSeriesOp: redispatch if group is finite",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ],
+ "rank": 0
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "PSocleSeriesOp",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [
+ {
+ "comment": "ComputedPSocleSeriess: system getter",
+ "filters": [
+ [
+ "IsAttributeStoringRep",
+ "Tester(ComputedPSocleSeriess)"
+ ]
+ ],
+ "rank": 20038
+ },
+ {
+ "comment": "ComputedPSocleSeriess: default method",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 35
+ },
+ {
+ "comment": "ComputedPSocleSeriess: default method requiring categories and checking properties",
+ "filters": [
+ [
+ "IsMagmaWithInverses"
+ ]
+ ],
+ "rank": 0
+ }
+ ],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "ComputedPSocleSeriess",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ []
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "Setter(ComputedPSocleSeriess): system mutable setter",
+ "filters": [
+ [
+ "IsAttributeStoringRep"
+ ],
+ []
+ ],
+ "rank": 2
+ },
+ {
+ "comment": "Setter(ComputedPSocleSeriess): default method, does nothing",
+ "filters": [
+ [],
+ []
+ ],
+ "rank": 0
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Setter(ComputedPSocleSeriess)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Tester(ComputedPSocleSeriess)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "PSocleSeries: default method",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ],
+ "rank": 54
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "PSocleSeries",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "HasPSocleSeries: default method",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ],
+ "rank": 54
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "HasPSocleSeries",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ],
+ []
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 19
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [],
+ "3args": [
+ {
+ "comment": "SetPSocleSeries: default method",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ],
+ []
+ ],
+ "rank": 54
+ }
+ ],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "SetPSocleSeries",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "PSocleOp: last term of PSocleSeriesOp",
+ "filters": [
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ [
+ "IsInt",
+ "IsPosRat"
+ ]
+ ],
+ "rank": 65
+ },
+ {
+ "comment": "PSocleOp: redispatch if group is finite",
"filters": [
[
"IsMagmaWithInverses",
@@ -326342,6 +346438,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [
@@ -326353,7 +346453,7 @@
"Tester(ComputedPSocles)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "ComputedPSocles: default method",
@@ -326364,7 +346464,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "ComputedPSocles: default method requiring categories and checking properties",
@@ -326396,6 +346496,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326437,6 +346541,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326463,6 +346571,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326480,7 +346592,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -326505,6 +346617,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326522,7 +346638,7 @@
"IsPosRat"
]
],
- "rank": 52
+ "rank": 54
}
],
"3args": [],
@@ -326548,6 +346664,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 26
+ },
"methods": {
"0args": [],
"1args": [],
@@ -326567,7 +346687,7 @@
],
[]
],
- "rank": 52
+ "rank": 54
}
],
"4args": [],
@@ -326587,21 +346707,25 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 33
+ },
"methods": {
"0args": [],
"1args": [
{
- "comment": "AbelianMinimalNormalSubgroups: system getter",
+ "comment": "SolubleSocle: system getter",
"filters": [
[
"IsAttributeStoringRep",
- "Tester(AbelianMinimalNormalSubgroups)"
+ "Tester(SolubleSocle)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
- "comment": "AbelianMinimalNormalSubgroups: handled by nice monomorphism",
+ "comment": "SolubleSocle: handled by nice monomorphism",
"filters": [
[
"IsFinite",
@@ -326613,10 +346737,10 @@
"Tester(IsHandledByNiceMonomorphism)"
]
],
- "rank": 379
+ "rank": 381
},
{
- "comment": "AbelianMinimalNormalSubgroups: complements of chief factors, for finite groups",
+ "comment": "SolubleSocle: for soluble group, product of socle components",
"filters": [
[
"IsFinite",
@@ -326624,14 +346748,13 @@
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "Tester(FittingSubgroup)",
"CanEasilyComputePcgs"
]
],
- "rank": 53
+ "rank": 54
},
{
- "comment": "AbelianMinimalNormalSubgroups: complements of chief factors, for finite groups",
+ "comment": "SolubleSocle: via IsomorphismPcGroup",
"filters": [
[
"IsFinite",
@@ -326639,13 +346762,171 @@
"IsMagmaWithInverses",
"IsAssociative",
"Tester(IsAssociative)",
- "CanEasilyComputePcgs"
+ "IsSolvableGroup",
+ "Tester(IsSolvableGroup)"
]
],
- "rank": 52
+ "rank": 50
},
{
- "comment": "AbelianMinimalNormalSubgroups: handled by IsomorphismPcGroup",
+ "comment": "SolubleSocle: for finite group, product of socle components",
+ "filters": [
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 46
+ },
+ {
+ "comment": "SolubleSocle: redispatch if group is finite",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 0
+ },
+ {
+ "comment": "SolubleSocle: default method requiring categories and checking properties",
+ "filters": [
+ [
+ "IsMagmaWithInverses"
+ ]
+ ],
+ "rank": 0
+ }
+ ],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "SolubleSocle",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ []
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 33
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [
+ {
+ "comment": "Setter(SolubleSocle): system setter",
+ "filters": [
+ [
+ "IsAttributeStoringRep"
+ ],
+ []
+ ],
+ "rank": 2
+ },
+ {
+ "comment": "Setter(SolubleSocle): default method, does nothing",
+ "filters": [
+ [],
+ []
+ ],
+ "rank": 0
+ }
+ ],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Setter(SolubleSocle)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 33
+ },
+ "methods": {
+ "0args": [],
+ "1args": [],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "Tester(SolubleSocle)",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ]
+ ],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crisp-1.4.3/lib/socle.gd",
+ "line": 41
+ },
+ "methods": {
+ "0args": [],
+ "1args": [
+ {
+ "comment": "SocleComponents: system getter",
+ "filters": [
+ [
+ "IsAttributeStoringRep",
+ "Tester(SocleComponents)"
+ ]
+ ],
+ "rank": 20038
+ },
+ {
+ "comment": "SocleComponents: handled by nice monomorphism",
+ "filters": [
+ [
+ "IsFinite",
+ "Tester(IsFinite)",
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)",
+ "IsHandledByNiceMonomorphism",
+ "Tester(IsHandledByNiceMonomorphism)"
+ ]
+ ],
+ "rank": 381
+ },
+ {
+ "comment": "SocleComponents: for soluble group",
"filters": [
[
"IsFinite",
@@ -326657,10 +346938,184 @@
"Tester(IsSolvableGroup)"
]
],
- "rank": 48
+ "rank": 50
+ },
+ {
+ "comment": "SocleComponents: redispatch if group is finite or soluble",
+ "filters": [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ]
+ ],
+ "rank": 0
+ },
+ {
+ "comment": "SocleComponents: default method requiring categories and checking properties",
+ "filters": [
+ [
+ "IsMagmaWithInverses"
+ ]
+ ],
+ "rank": 0
+ }
+ ],
+ "2args": [],
+ "3args": [],
+ "4args": [],
+ "5args": [],
+ "6args": []
+ },
+ "name": "SocleComponents",
+ "type": "GAP_Operation"
+ },
+ {
+ "filters": [
+ [
+ [
+ "IsMagmaWithInverses",
+ "IsAssociative",
+ "Tester(IsAssociative)"
+ ],
+ []
+ ]
+ ],
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@@ -327626,6 +348674,10 @@
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@@ -327965,6 +349045,10 @@
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[]
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[]
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@@ -341766,6 +364058,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/laguna/lib/laguna.gd",
+ "line": 420
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@@ -341806,6 +364102,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/laguna/lib/laguna.gd",
+ "line": 420
+ },
"methods": {
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"1args": [],
@@ -341826,6 +364126,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/laguna/lib/laguna.gd",
+ "line": 447
+ },
"methods": {
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"1args": [
@@ -341858,6 +364162,10 @@
[]
]
],
+ "location": {
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+ "line": 447
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@@ -341897,6 +364205,10 @@
]
]
],
+ "location": {
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+ "line": 447
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"1args": [],
@@ -341917,6 +364229,10 @@
]
]
],
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+ "line": 459
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@@ -341960,6 +364276,10 @@
]
]
],
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+ "line": 459
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@@ -341999,6 +364319,10 @@
]
]
],
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+ "line": 459
+ },
"methods": {
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"1args": [],
@@ -342019,6 +364343,10 @@
]
]
],
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+ "line": 470
+ },
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"1args": [
@@ -342053,6 +364381,10 @@
]
]
],
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+ "line": 470
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"1args": [],
@@ -342092,6 +364424,10 @@
]
]
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@@ -342131,6 +364467,10 @@
]
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],
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@@ -342142,7 +364482,7 @@
"Tester(NaturalBijectionToLieAlgebra)"
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],
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},
{
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@@ -342170,7 +364510,7 @@
"Tester(IsRDistributive)"
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],
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},
{
"comment": "NaturalBijectionToLieAlgebra: default method requiring categories and checking properties",
@@ -342228,6 +364568,10 @@
[]
]
],
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@@ -342286,6 +364630,10 @@
]
]
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@@ -342306,6 +364654,10 @@
]
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"1args": [
@@ -342347,6 +364699,10 @@
[]
]
],
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"1args": [],
@@ -342386,6 +364742,10 @@
]
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],
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"1args": [],
@@ -342426,6 +364786,10 @@
]
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@@ -342526,6 +364890,10 @@
[]
]
],
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@@ -342585,6 +364953,10 @@
]
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@@ -342626,6 +364998,10 @@
]
]
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@@ -342740,6 +365116,10 @@
]
]
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"1args": [],
@@ -342800,6 +365180,10 @@
]
]
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@@ -342841,6 +365225,10 @@
]
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@@ -342986,6 +365374,10 @@
]
]
],
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"1args": [],
@@ -343046,6 +365438,10 @@
]
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"1args": [],
@@ -343067,6 +365463,10 @@
]
]
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"1args": [
@@ -343117,6 +365517,10 @@
[]
]
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@@ -343157,6 +365561,10 @@
]
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@@ -343178,6 +365586,10 @@
]
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@@ -343228,6 +365640,10 @@
[]
]
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@@ -343268,6 +365684,10 @@
]
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@@ -343309,6 +365729,10 @@
]
]
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@@ -343410,6 +365834,10 @@
[]
]
],
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@@ -343470,6 +365898,10 @@
]
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@@ -343492,6 +365924,10 @@
]
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@@ -343503,7 +365939,7 @@
"Tester(SubgroupsOfIndexTwo)"
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@@ -343515,7 +365951,7 @@
"Tester(MaximalNormalSubgroups)"
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],
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@@ -343527,7 +365963,7 @@
"Tester(MaximalSubgroupClassReps)"
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],
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{
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@@ -343538,7 +365974,7 @@
"Tester(IsAssociative)"
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],
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{
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@@ -343570,6 +366006,10 @@
[]
]
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@@ -343611,6 +366051,10 @@
]
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@@ -343633,6 +366077,10 @@
]
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@@ -343644,7 +366092,7 @@
"Tester(DihedralDepth)"
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{
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@@ -343655,7 +366103,7 @@
"Tester(IsAssociative)"
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},
{
"comment": "DihedralDepth: default method requiring categories and checking properties",
@@ -343687,6 +366135,10 @@
[]
]
],
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@@ -343728,6 +366180,10 @@
]
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"1args": [],
@@ -343750,6 +366206,10 @@
]
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@@ -343761,7 +366221,7 @@
"Tester(DimensionBasis)"
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],
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{
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@@ -343772,7 +366232,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "DimensionBasis: default method requiring categories and checking properties",
@@ -343804,6 +366264,10 @@
[]
]
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"methods": {
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"1args": [],
@@ -343845,6 +366309,10 @@
]
]
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"1args": [],
@@ -343867,6 +366335,10 @@
]
]
],
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@@ -343878,7 +366350,7 @@
"Tester(LieDimensionSubgroups)"
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],
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},
{
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@@ -343889,7 +366361,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "LieDimensionSubgroups: default method requiring categories and checking properties",
@@ -343921,6 +366393,10 @@
[]
]
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"methods": {
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"1args": [],
@@ -343962,6 +366438,10 @@
]
]
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"1args": [],
@@ -343990,6 +366470,10 @@
]
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@@ -344022,7 +366506,7 @@
"Tester(IsAssociative)"
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],
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},
{
"comment": "LieUpperCodimensionSeries: default method requiring categories and checking properties",
@@ -344059,6 +366543,10 @@
[]
]
],
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+ "line": 627
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"methods": {
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"1args": [],
@@ -344099,6 +366587,10 @@
]
]
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+ "line": 627
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"1args": [],
@@ -344122,6 +366614,10 @@
]
]
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"methods": {
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"1args": [
@@ -344176,6 +366672,10 @@
[]
]
],
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+ "line": 20
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"methods": {
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"1args": [],
@@ -344218,6 +366718,10 @@
]
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+ "line": 20
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"methods": {
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"1args": [],
@@ -344241,6 +366745,10 @@
]
]
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"methods": {
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"1args": [
@@ -344297,6 +366805,10 @@
]
]
],
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"1args": [],
@@ -344339,6 +366851,10 @@
]
]
],
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+ "line": 21
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"methods": {
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"1args": [],
@@ -344362,6 +366878,10 @@
]
]
],
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+ "line": 22
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"methods": {
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"1args": [
@@ -344418,6 +366938,10 @@
]
]
],
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+ "line": 22
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"methods": {
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"1args": [],
@@ -344460,6 +366984,10 @@
]
]
],
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+ "line": 22
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"methods": {
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"1args": [],
@@ -344481,6 +367009,10 @@
]
]
],
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+ "line": 14
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"methods": {
"0args": [],
"1args": [
@@ -344492,7 +367024,7 @@
"Tester(IsomorphismMatrixField)"
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],
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+ "rank": 20059
},
{
"comment": "IsomorphismMatrixField: default method requiring categories and checking properties",
@@ -344521,6 +367053,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/radiroot/lib/SplittField.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [],
@@ -344561,6 +367097,10 @@
]
]
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+ "line": 14
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"methods": {
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"1args": [],
@@ -344584,6 +367124,10 @@
]
]
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"methods": {
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"1args": [
@@ -344638,6 +367182,10 @@
[]
]
],
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+ "line": 15
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"methods": {
"0args": [],
"1args": [],
@@ -344680,6 +367228,10 @@
]
]
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+ "line": 15
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"methods": {
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"1args": [],
@@ -344706,6 +367258,10 @@
]
]
],
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+ "line": 22
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"methods": {
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"1args": [
@@ -344717,7 +367273,7 @@
"Tester(IsAffineCrystGroupOnRight)"
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],
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+ "rank": 20051
},
{
"comment": "IsAffineCrystGroupOnRight: fallback method",
@@ -344732,7 +367288,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsAffineCrystGroupOnRight: default method requiring categories and checking properties",
@@ -344774,6 +367330,10 @@
]
]
],
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+ "line": 22
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"methods": {
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"1args": [],
@@ -344819,6 +367379,10 @@
]
]
],
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+ "line": 22
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"methods": {
"0args": [],
"1args": [],
@@ -344845,6 +367409,10 @@
]
]
],
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+ "line": 28
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"methods": {
"0args": [],
"1args": [
@@ -344856,7 +367424,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
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],
- "rank": 20049
+ "rank": 20051
},
{
"comment": "IsAffineCrystGroupOnLeft: fallback method",
@@ -344871,7 +367439,7 @@
"Tester(IsAssociative)"
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],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsAffineCrystGroupOnLeft: default method requiring categories and checking properties",
@@ -344913,6 +367481,10 @@
]
]
],
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"methods": {
"0args": [],
"1args": [],
@@ -344958,6 +367530,10 @@
]
]
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"1args": [],
@@ -344984,6 +367560,10 @@
]
]
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"methods": {
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"1args": [
@@ -344995,7 +367575,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
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],
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},
{
"comment": "IsAffineCrystGroupOnLeftOrRight: default method requiring categories and checking properties",
@@ -345037,6 +367617,10 @@
]
]
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"1args": [],
@@ -345082,6 +367666,10 @@
]
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@@ -345108,6 +367696,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [
@@ -345119,7 +367711,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 20049
+ "rank": 20051
},
{
"comment": "IsSpaceGroup",
@@ -345134,7 +367726,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsSpaceGroup: default method requiring categories and checking properties",
@@ -345176,6 +367768,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345221,6 +367817,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 120
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345247,6 +367847,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 126
+ },
"methods": {
"0args": [],
"1args": [
@@ -345258,7 +367862,7 @@
"Tester(IsStandardAffineCrystGroup)"
]
],
- "rank": 20049
+ "rank": 20051
},
{
"comment": "IsStandardAffineCrystGroup",
@@ -345273,7 +367877,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsStandardAffineCrystGroup: default method requiring categories and checking properties",
@@ -345315,6 +367919,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 126
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345360,6 +367968,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 126
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345386,6 +367998,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 139
+ },
"methods": {
"0args": [],
"1args": [
@@ -345397,7 +368013,7 @@
"Tester(IsSymmorphicSpaceGroup)"
]
],
- "rank": 20049
+ "rank": 20051
},
{
"comment": "IsSymmorphicSpaceGroup: generic method",
@@ -345407,7 +368023,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsSymmorphicSpaceGroup: default method requiring categories and checking properties",
@@ -345449,6 +368065,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 139
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345494,6 +368114,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 139
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345520,6 +368144,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [
@@ -345531,7 +368159,7 @@
"Tester(IsPointGroup)"
]
],
- "rank": 20049
+ "rank": 20051
},
{
"comment": "IsPointGroup: fallback method",
@@ -345546,7 +368174,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "IsPointGroup: default method requiring categories and checking properties",
@@ -345588,6 +368216,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345633,6 +368265,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 145
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345654,6 +368290,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 151
+ },
"methods": {
"0args": [],
"1args": [
@@ -345665,7 +368305,7 @@
"Tester(NormalizerPointGroupInGLnZ)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "NormalizerPointGroupInGLnZ",
@@ -345675,7 +368315,7 @@
"Tester(IsPointGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "NormalizerPointGroupInGLnZ: default method requiring categories and checking properties",
@@ -345704,6 +368344,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 151
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345744,6 +368388,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 151
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345765,6 +368413,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [
@@ -345776,7 +368428,7 @@
"Tester(CentralizerPointGroupInGLnZ)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "CentralizerPointGroupInGLnZ: via NormalizerPointGroupInGLnZ",
@@ -345786,7 +368438,7 @@
"Tester(IsPointGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "CentralizerPointGroupInGLnZ: default method requiring categories and checking properties",
@@ -345815,6 +368467,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345855,6 +368511,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 157
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345876,6 +368536,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 163
+ },
"methods": {
"0args": [],
"1args": [
@@ -345887,7 +368551,7 @@
"Tester(AffineCrystGroupOfPointGroup)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "AffineCrystGroupOfPointGroup: default method requiring categories and checking properties",
@@ -345916,6 +368580,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 163
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345956,6 +368624,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 163
+ },
"methods": {
"0args": [],
"1args": [],
@@ -345977,6 +368649,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 176
+ },
"methods": {
"0args": [],
"1args": [
@@ -345988,7 +368664,7 @@
"Tester(PointGroup)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "PointGroup: for colored AffineCrystGroups",
@@ -346000,7 +368676,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "PointGroup",
@@ -346010,7 +368686,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "PointGroup: default method requiring categories and checking properties",
@@ -346039,6 +368715,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 176
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346079,6 +368759,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 176
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346100,6 +368784,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 182
+ },
"methods": {
"0args": [],
"1args": [
@@ -346111,7 +368799,7 @@
"Tester(PointHomomorphism)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "PointHomomorphism",
@@ -346121,7 +368809,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "PointHomomorphism: default method requiring categories and checking properties",
@@ -346150,6 +368838,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 182
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346190,6 +368882,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 182
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346211,6 +368907,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 188
+ },
"methods": {
"0args": [],
"1args": [
@@ -346222,7 +368922,7 @@
"Tester(TranslationBasis)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "TranslationBasis",
@@ -346232,7 +368932,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "TranslationBasis: default method requiring categories and checking properties",
@@ -346261,6 +368961,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 188
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346301,6 +369005,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 188
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346322,6 +369030,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 206
+ },
"methods": {
"0args": [],
"1args": [
@@ -346333,7 +369045,7 @@
"Tester(InternalBasis)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "InternalBasis",
@@ -346343,7 +369055,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "InternalBasis: default method requiring categories and checking properties",
@@ -346372,6 +369084,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 206
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346412,6 +369128,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 206
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346433,6 +369153,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 213
+ },
"methods": {
"0args": [],
"1args": [
@@ -346444,7 +369168,7 @@
"Tester(TransParts)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "TransParts",
@@ -346454,7 +369178,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "TransParts: default method requiring categories and checking properties",
@@ -346483,6 +369207,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 213
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346523,6 +369251,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 213
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346544,6 +369276,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [
@@ -346555,7 +369291,7 @@
"Tester(TranslationNormalizer)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "TranslationNormalizer: for SpaceGroup acting OnLeft",
@@ -346567,7 +369303,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "TranslationNormalizer: for SpaceGroup acting OnRight",
@@ -346579,7 +369315,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "TranslationNormalizer: fallback method to test conditions",
@@ -346628,6 +369364,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346668,6 +369408,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 219
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346689,6 +369433,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 225
+ },
"methods": {
"0args": [],
"1args": [
@@ -346700,7 +369448,7 @@
"Tester(AffineNormalizer)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "AffineNormalizer: for SpaceGroup acting OnLeft",
@@ -346712,7 +369460,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "AffineNormalizer: for SpaceGroup acting OnRight",
@@ -346724,7 +369472,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 55
+ "rank": 57
},
{
"comment": "AffineNormalizer: fallback method to test conditions",
@@ -346773,6 +369521,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 225
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346813,6 +369565,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/cryst.gd",
+ "line": 225
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346833,6 +369589,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [
@@ -346867,6 +369627,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346906,6 +369670,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [],
@@ -346927,6 +369695,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [
@@ -346938,7 +369710,7 @@
"Tester(NiceToCryst)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "NiceToCryst: default method requiring categories and checking properties",
@@ -346967,6 +369739,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347007,6 +369783,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 20
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347027,6 +369807,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 33
+ },
"methods": {
"0args": [],
"1args": [
@@ -347061,6 +369845,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 33
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347100,6 +369888,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 33
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347120,6 +369912,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 39
+ },
"methods": {
"0args": [],
"1args": [
@@ -347154,6 +369950,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 39
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347193,6 +369993,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/hom.gd",
+ "line": 39
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347213,6 +370017,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [
@@ -347243,6 +370051,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 34
+ },
"methods": {
"0args": [],
"1args": [
@@ -347273,6 +370085,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 40
+ },
"methods": {
"0args": [],
"1args": [
@@ -347303,6 +370119,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 65
+ },
"methods": {
"0args": [],
"1args": [
@@ -347344,6 +370164,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 65
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347383,6 +370207,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 65
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347403,6 +370231,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [
@@ -347444,6 +370276,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347483,6 +370319,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 71
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347504,6 +370344,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 77
+ },
"methods": {
"0args": [],
"1args": [
@@ -347515,7 +370359,7 @@
"Tester(WyckoffPositions)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "WyckoffPositions: for AffineCrystGroupOnLeftOrRight",
@@ -347525,7 +370369,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "WyckoffPositions: default method requiring categories and checking properties",
@@ -347554,6 +370398,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 77
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347594,6 +370442,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 77
+ },
"methods": {
"0args": [],
"1args": [],
@@ -347618,6 +370470,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/wyckoff.gd",
+ "line": 102
+ },
"methods": {
"0args": [],
"1args": [
@@ -347629,7 +370485,7 @@
"Tester(IsAffineCrystGroupOnLeftOrRight)"
]
],
- "rank": 51
+ "rank": 53
},
{
"comment": "WyckoffGraph",
@@ -347653,7 +370509,7 @@
"IsRecord"
]
],
- "rank": 52
+ "rank": 54
},
{
"comment": "WyckoffGraph",
@@ -347690,6 +370546,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 16
+ },
"methods": {
"0args": [],
"1args": [
@@ -347706,7 +370566,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -347726,7 +370586,7 @@
"IsList"
]
],
- "rank": 48
+ "rank": 50
}
],
"3args": [
@@ -347749,7 +370609,7 @@
"IsBool"
]
],
- "rank": 49
+ "rank": 51
}
],
"4args": [],
@@ -347773,6 +370633,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [
@@ -347789,7 +370653,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -347809,7 +370673,7 @@
"IsList"
]
],
- "rank": 48
+ "rank": 50
}
],
"3args": [
@@ -347832,7 +370696,7 @@
"IsBool"
]
],
- "rank": 49
+ "rank": 51
}
],
"4args": [],
@@ -347856,6 +370720,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [
@@ -347872,7 +370740,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -347892,7 +370760,7 @@
"IsList"
]
],
- "rank": 48
+ "rank": 50
}
],
"3args": [
@@ -347915,7 +370783,7 @@
"IsBool"
]
],
- "rank": 49
+ "rank": 51
}
],
"4args": [],
@@ -347939,6 +370807,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 35
+ },
"methods": {
"0args": [],
"1args": [
@@ -347955,7 +370827,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -347975,7 +370847,7 @@
"IsBool"
]
],
- "rank": 47
+ "rank": 49
}
],
"3args": [],
@@ -348000,6 +370872,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 42
+ },
"methods": {
"0args": [],
"1args": [
@@ -348016,7 +370892,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -348036,7 +370912,7 @@
"IsBool"
]
],
- "rank": 47
+ "rank": 49
}
],
"3args": [],
@@ -348061,6 +370937,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/zass.gd",
+ "line": 48
+ },
"methods": {
"0args": [],
"1args": [
@@ -348077,7 +370957,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -348097,7 +370977,7 @@
"IsBool"
]
],
- "rank": 47
+ "rank": 49
}
],
"3args": [],
@@ -348117,6 +370997,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/max.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [
@@ -348128,7 +371012,7 @@
"Tester(CocVecs)"
]
],
- "rank": 20051
+ "rank": 20053
},
{
"comment": "CocVecs",
@@ -348138,7 +371022,7 @@
"Tester(IsAffineCrystGroupOnLeft)"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "CocVecs",
@@ -348148,7 +371032,7 @@
"Tester(IsAffineCrystGroupOnRight)"
]
],
- "rank": 53
+ "rank": 55
},
{
"comment": "CocVecs: default method requiring categories and checking properties",
@@ -348177,6 +371061,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/max.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348217,6 +371105,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/max.gd",
+ "line": 14
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348239,6 +371131,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 16
+ },
"methods": {
"0args": [],
"1args": [
@@ -348250,7 +371146,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "IsColorGroup: fallback method",
@@ -348261,7 +371157,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsColorGroup: default method requiring categories and checking properties",
@@ -348295,6 +371191,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 16
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348336,6 +371236,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 16
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348357,6 +371261,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [
@@ -348368,7 +371276,7 @@
"Tester(ColorSubgroup)"
]
],
- "rank": 20038
+ "rank": 20040
},
{
"comment": "ColorSubgroup: for subgroups",
@@ -348379,7 +371287,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 36
+ "rank": 38
},
{
"comment": "ColorSubgroup: default method requiring categories and checking properties",
@@ -348408,6 +371316,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348448,6 +371360,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348469,6 +371385,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [
@@ -348480,7 +371400,7 @@
"Tester(ColorCosetList)"
]
],
- "rank": 20038
+ "rank": 20040
},
{
"comment": "ColorCosetList: generic",
@@ -348490,7 +371410,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "ColorCosetList: default method requiring categories and checking properties",
@@ -348519,6 +371439,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348559,6 +371483,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 28
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348580,6 +371508,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 34
+ },
"methods": {
"0args": [],
"1args": [
@@ -348591,7 +371523,7 @@
"Tester(ColorPermGroup)"
]
],
- "rank": 20038
+ "rank": 20040
},
{
"comment": "ColorPermGroup: generic",
@@ -348601,7 +371533,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "ColorPermGroup: default method requiring categories and checking properties",
@@ -348630,6 +371562,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 34
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348670,6 +371606,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 34
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348691,6 +371631,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 40
+ },
"methods": {
"0args": [],
"1args": [
@@ -348702,7 +371646,7 @@
"Tester(ColorHomomorphism)"
]
],
- "rank": 20038
+ "rank": 20040
},
{
"comment": "ColorHomomorphism: generic",
@@ -348712,7 +371656,7 @@
"Tester(IsColorGroup)"
]
],
- "rank": 35
+ "rank": 37
},
{
"comment": "ColorHomomorphism: default method requiring categories and checking properties",
@@ -348741,6 +371685,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 40
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348781,6 +371729,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/color.gd",
+ "line": 40
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348806,6 +371758,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/cryst/gap/equiv.gd",
+ "line": 15
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348826,7 +371782,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 110
+ "rank": 114
},
{
"comment": "ConjugatorSpaceGroups",
@@ -348844,7 +371800,7 @@
"Tester(IsSpaceGroup)"
]
],
- "rank": 110
+ "rank": 114
},
{
"comment": "ConjugatorSpaceGroups: fallback method to test conditions",
@@ -348893,6 +371849,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crystcat/lib/crystcat.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [
@@ -348904,7 +371864,7 @@
"Tester(CrystCatRecord)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "CrystCatRecord: default method requiring categories and checking properties",
@@ -348936,6 +371896,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crystcat/lib/crystcat.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348977,6 +371941,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/crystcat/lib/crystcat.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -348999,6 +371967,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 7
+ },
"methods": {
"0args": [],
"1args": [
@@ -349010,7 +371982,7 @@
"Tester(IsAlmostCrystallographic)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "IsAlmostCrystallographic: for pcp groups",
@@ -349022,7 +371994,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsAlmostCrystallographic: for groups",
@@ -349033,7 +372005,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 33
+ "rank": 35
},
{
"comment": "IsAlmostCrystallographic: default method requiring categories and checking properties",
@@ -349067,6 +372039,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 7
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349108,6 +372084,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 7
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349130,6 +372110,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 8
+ },
"methods": {
"0args": [],
"1args": [
@@ -349141,7 +372125,7 @@
"Tester(IsAlmostBieberbachGroup)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "IsAlmostBieberbachGroup: for pcp groups",
@@ -349153,7 +372137,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "IsAlmostBieberbachGroup: default method requiring categories and checking properties",
@@ -349187,6 +372171,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 8
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349228,6 +372216,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 8
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349250,6 +372242,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 9
+ },
"methods": {
"0args": [],
"1args": [
@@ -349261,7 +372257,7 @@
"Tester(AlmostCrystallographicInfo)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "AlmostCrystallographicInfo: default method requiring categories and checking properties",
@@ -349293,6 +372289,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 9
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349334,6 +372334,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 9
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349356,6 +372360,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 10
+ },
"methods": {
"0args": [],
"1args": [
@@ -349367,7 +372375,7 @@
"Tester(NaturalHomomorphismOnHolonomyGroup)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "NaturalHomomorphismOnHolonomyGroup: for ac pcp groups",
@@ -349381,7 +372389,7 @@
"Tester(IsAlmostCrystallographic)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "NaturalHomomorphismOnHolonomyGroup: default method requiring categories and checking properties",
@@ -349413,6 +372421,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 10
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349454,6 +372466,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 10
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349476,6 +372492,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 11
+ },
"methods": {
"0args": [],
"1args": [
@@ -349487,7 +372507,7 @@
"Tester(HolonomyGroup)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "HolonomyGroup: for ac pcp groups",
@@ -349501,7 +372521,7 @@
"Tester(IsAlmostCrystallographic)"
]
],
- "rank": 50
+ "rank": 52
},
{
"comment": "HolonomyGroup: default method requiring categories and checking properties",
@@ -349533,6 +372553,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 11
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349574,6 +372598,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 11
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349596,6 +372624,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [
@@ -349607,7 +372639,7 @@
"Tester(OrientationModule)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "OrientationModule: for pcp groups",
@@ -349619,7 +372651,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "OrientationModule: default method requiring categories and checking properties",
@@ -349651,6 +372683,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349692,6 +372728,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 22
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349717,6 +372757,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 23
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349734,7 +372778,7 @@
"IsInt"
]
],
- "rank": 66
+ "rank": 68
}
],
"3args": [],
@@ -349755,6 +372799,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [
@@ -349766,7 +372814,7 @@
"Tester(BettiNumbers)"
]
],
- "rank": 20036
+ "rank": 20038
},
{
"comment": "BettiNumbers: for torsion-free pcp groups",
@@ -349778,7 +372826,7 @@
"CategoryCollections(IsPcpElement)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "BettiNumbers: default method requiring categories and checking properties",
@@ -349810,6 +372858,10 @@
[]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349851,6 +372903,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/aclib/gap/groups.gd",
+ "line": 24
+ },
"methods": {
"0args": [],
"1args": [],
@@ -349876,6 +372932,10 @@
]
]
],
+ "location": {
+ "file": "/home/makx/ac/gap/pkg/polenta-1.3.6/lib/present.gd",
+ "line": 17
+ },
"methods": {
"0args": [],
"1args": [
@@ -349887,7 +372947,7 @@
"Tester(IsRationalMatrixGroup)"
]
],
- "rank": 48
+ "rank": 50
},
{
"comment": "PcpGroupByMatGroup: fallback method to test conditions",
@@ -349902,7 +372962,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
},
{
"comment": "PcpGroupByMatGroup: for matrix groups over a finite field (Polenta)",
@@ -349917,7 +372977,7 @@
"Tester(IsAssociative)"
]
],
- "rank": 46
+ "rank": 48
}
],
"2args": [
@@ -349937,7 +372997,7 @@
"IsInt"
]
],
- "rank": 64
+ "rank": 66
}
],
"3args": [],
@@ -349960,6 +373020,10 @@
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@@ -350551,6 +374616,10 @@
]
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]
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]
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[]
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"1args": [],
@@ -350810,6 +374903,92 @@
"name": "Tester(NoninvertiblePrimes)",
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{
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[
@@ -350842,6 +375021,31 @@
"IsList"
]
],
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[
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@@ -350865,15 +375069,60 @@
[
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"1args": [],
"2args": [],
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"4args": [],
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[]
]
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]
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@@ -351054,6 +375311,10 @@
[]
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@@ -351137,7 +375402,17 @@
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[
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@@ -351182,6 +375457,10 @@
]
]
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@@ -351212,6 +375491,16 @@
],
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@@ -351256,6 +375545,10 @@
]
]
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"1args": [
@@ -351316,6 +375609,65 @@
"name": "Residue",
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},
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+ "5args": [],
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]
]
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@@ -351354,6 +375710,16 @@
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@@ -351391,6 +375757,10 @@
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@@ -351421,6 +375791,16 @@
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@@ -351458,6 +375838,10 @@
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@@ -351478,6 +375862,10 @@
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@@ -351498,6 +375886,10 @@
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@@ -351530,6 +375922,10 @@
[]
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@@ -351569,6 +375965,10 @@
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@@ -351587,6 +375987,10 @@
[]
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@@ -351626,6 +376030,10 @@
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@@ -351663,6 +376071,10 @@
[]
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@@ -351708,6 +376120,10 @@
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@@ -351792,6 +376208,10 @@
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@@ -351860,6 +376280,10 @@
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@@ -351902,6 +376326,10 @@
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@@ -351943,6 +376371,10 @@
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"1args": [
@@ -352021,6 +376453,10 @@
[]
]
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@@ -352068,6 +376504,10 @@
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@@ -352088,9 +376528,23 @@
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+ "IsResidueClassUnionClassListRep"
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{
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@@ -352190,6 +376644,10 @@
]
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@@ -352359,6 +376817,10 @@
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@@ -352433,6 +376895,10 @@
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@@ -352494,6 +376960,10 @@
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@@ -352546,19 +377016,30 @@
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{
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[
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+ "IsResidueClassUnionOfZ",
+ "IsResidueClassUnionClassListRep"
]
],
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+ "rank": 11
},
{
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+ "comment": "Density: for residue class unions in standard rep. (ResClasses)",
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[
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+ "IsResidueClassUnion",
+ "IsResidueClassUnionResidueListRep"
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]
],
"rank": 6
@@ -352592,6 +377073,10 @@
[]
]
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@@ -352631,6 +377116,10 @@
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@@ -352665,6 +377154,10 @@
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"1args": [],
@@ -352707,6 +377200,10 @@
[]
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@@ -352746,6 +377243,10 @@
]
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"1args": [],
@@ -352783,6 +377284,10 @@
[]
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@@ -352803,36 +377308,10 @@
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@@ -352864,6 +377343,10 @@
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@@ -352911,6 +377394,10 @@
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@@ -352954,6 +377441,10 @@
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