From 6ae2adbdd436af4a54474edb921058b16c2b35fa Mon Sep 17 00:00:00 2001 From: Jakob Albert <jakob.j.albert@fau.de> Date: Tue, 16 Aug 2022 23:13:24 +0200 Subject: [PATCH] Sort narration.ndjson --- narration/narration.ndjson | 28248 +++++++++++++++++------------------ 1 file changed, 14124 insertions(+), 14124 deletions(-) diff --git a/narration/narration.ndjson b/narration/narration.ndjson index 3c66df8..7c99f93 100644 --- a/narration/narration.ndjson +++ b/narration/narration.ndjson @@ -1,13987 +1,14076 @@ -{"system": "GAP", "text": "ViewObj: for a pcp group", "presentation": "ViewObj: for a pcp group", "source_reference": {"file": "oper.g", "line": 1626, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ViewObj", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 10050}} -{"system": "GAP", "text": "ViewObj: for a Lie matrix in default representation", "presentation": "ViewObj: for a Lie matrix in default representation", "source_reference": {"file": "oper.g", 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and Frobenius automorphism", "presentation": "=: for identity mapping and Frobenius automorphism", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 45}}, "mmt_uri": "", "metadata": {"rank": 43}} -{"system": "GAP", "text": "=: for GF2 vectors", "presentation": "=: for GF2 vectors", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 46}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "=: for eqivalence relations", "presentation": "=: for eqivalence relations", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 47}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "=: method for two s.v. gen. mappings that respect add.,add.inv.,mult.,one,scal. mult.", "presentation": "=: method for two 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-{"system": "GAP", "text": "=: for two direct product elements", "presentation": "=: for two direct product elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 57}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "=: for two unknowns in default representation", "presentation": "=: for two unknowns in default representation", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 58}}, "mmt_uri": "", "metadata": {"rank": 36}} -{"system": "GAP", "text": "=: for internal FFE and element in Z/pZ (ModulusRep)", "presentation": "=: for internal FFE and element in Z/pZ (ModulusRep)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 59}}, "mmt_uri": "", "metadata": {"rank": 35}} -{"system": "GAP", "text": "=: for element in Z/pZ (ModulusRep) and internal FFE", "presentation": "=: for element in Z/pZ (ModulusRep) and internal FFE", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 60}}, "mmt_uri": "", "metadata": {"rank": 35}} -{"system": "GAP", "text": "=: for semigroup homomorphism by images", "presentation": "=: for semigroup homomorphism by images", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 61}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "=", "presentation": "=", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 62}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "=: BFElm=BFElm", "presentation": "=: BFElm=BFElm", "source_reference": {"file": "object.gd", "line": 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collection in the same family", "presentation": "=: for an empty row vector, and a collection in the same family", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 73}}, "mmt_uri": "", "metadata": {"rank": 33}} -{"system": "GAP", "text": "=: IsTransformationRepOfEndo, IsTransformationRepOfEndo", "presentation": "=: IsTransformationRepOfEndo, IsTransformationRepOfEndo", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 74}}, "mmt_uri": "", "metadata": {"rank": 32}} -{"system": "GAP", "text": "=: RightCosets", "presentation": "=: RightCosets", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 75}}, "mmt_uri": "", "metadata": {"rank": 32}} -{"system": "GAP", "text": "=", "presentation": "=", "source_reference": {"file": 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{"rank": 32}} -{"system": "GAP", "text": "=: for unknown and cyclotomic", "presentation": "=: for unknown and cyclotomic", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 80}}, "mmt_uri": "", "metadata": {"rank": 32}} -{"system": "GAP", "text": "=: for semigroup with generators and semigroup with generators", "presentation": "=: for semigroup with generators and semigroup with generators", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 81}}, "mmt_uri": "", "metadata": {"rank": 32}} -{"system": "GAP", "text": "=: for `-infinity' and cyclotomic", "presentation": "=: for `-infinity' and cyclotomic", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 82}}, "mmt_uri": "", "metadata": {"rank": 31}} -{"system": "GAP", "text": "=: for cyclotomic and `-infinity'", "presentation": "=: for cyclotomic and `-infinity'", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 83}}, "mmt_uri": "", "metadata": {"rank": 31}} -{"system": "GAP", "text": "=: for `infinity' and cyclotomic", "presentation": "=: for `infinity' and cyclotomic", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 84}}, "mmt_uri": "", "metadata": {"rank": 31}} -{"system": "GAP", "text": "=: for cyclotomic and `infinity'", "presentation": "=: for cyclotomic and `infinity'", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 85}}, "mmt_uri": "", "metadata": {"rank": 31}} -{"system": "GAP", "text": "=: for two plist matrices", "presentation": "=: for two plist matrices", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 86}}, "mmt_uri": "", "metadata": {"rank": 30}} -{"system": "GAP", "text": "=: univariate = univariate", "presentation": "=: univariate = univariate", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 87}}, "mmt_uri": "", "metadata": {"rank": 30}} -{"system": "GAP", "text": "=: method for two s.v. gen. mappings that respect add. and add. inv.", "presentation": "=: method for two s.v. gen. mappings that respect add. and add. inv.", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 88}}, "mmt_uri": "", "metadata": {"rank": 30}} -{"system": "GAP", "text": "=: method for two s.v. gen. mappings that respect mult. and inv.", "presentation": "=: method for two s.v. gen. mappings that respect mult. and 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{"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 96}}, "mmt_uri": "", "metadata": {"rank": 28}} -{"system": "GAP", "text": "=: for two Lie objects in default representation", "presentation": "=: for two Lie objects in default representation", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 97}}, "mmt_uri": "", "metadata": {"rank": 28}} -{"system": "GAP", "text": "=: for additive group and additive coset", "presentation": "=: for additive group and additive coset", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 98}}, "mmt_uri": "", "metadata": {"rank": 28}} -{"system": "GAP", "text": "=: for additive coset and additive group", "presentation": "=: for additive coset and additive group", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 99}}, "mmt_uri": "", "metadata": {"rank": 28}} -{"system": "GAP", "text": "=: classes for perm group", "presentation": "=: classes for perm group", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 100}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: compare source generator images", "presentation": "=: compare source generator images", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 101}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: zmodnze : for two elements in Z/nZ(m) (ZmodnZepsRep)", "presentation": "=: zmodnze : for two elements in Z/nZ(m) (ZmodnZepsRep)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 102}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: rational functions", "presentation": "=: rational functions", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 103}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: for s. c. ring elements in dense vector rep.", "presentation": "=: for s. c. ring elements in dense vector rep.", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 104}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: for two UEALattice elements", "presentation": "=: for two UEALattice elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 105}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: for s. c. algebra elements in dense vector rep.", "presentation": "=: for s. c. algebra elements in dense vector rep.", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 106}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: method for two s.v. gen. mappings that respect add. and zero", "presentation": "=: method for two s.v. gen. mappings that respect add. and zero", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 107}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "=: method for two s.v. gen. mappings that respect mult. and one", "presentation": "=: method for two s.v. gen. mappings that respect mult. and one", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", 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null, "column": null, "column_end": null, "custom": {"name": "=", "id": 119}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=", "presentation": "=", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 120}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for two plist vectors", "presentation": "=: for two plist vectors", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 121}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for two weight rep elements", "presentation": "=: for two weight rep elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 122}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for two cochains", "presentation": "=: for two cochains", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 123}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for direct sum elements", "presentation": "=: for direct sum elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 124}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for sparse rowspace elements", "presentation": "=: for sparse rowspace elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 125}}, "mmt_uri": "", "metadata": {"rank": 22}} -{"system": "GAP", "text": "=: for two algebra module elements in packed representation", "presentation": "=: for two algebra module elements in packed representation", 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{"name": "=", "id": 132}}, "mmt_uri": "", "metadata": {"rank": 20}} -{"system": "GAP", "text": "=: for monomial elements", "presentation": "=: for monomial elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 133}}, "mmt_uri": "", "metadata": {"rank": 20}} -{"system": "GAP", "text": "=: for two residue class unions in different rep. (ResClasses)", "presentation": "=: for two residue class unions in different rep. (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 134}}, "mmt_uri": "", "metadata": {"rank": 18}} -{"system": "GAP", "text": "=: for two residue class unions in different rep. (ResClasses)", "presentation": "=: for two residue class unions in different rep. (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 135}}, "mmt_uri": "", "metadata": {"rank": 18}} -{"system": "GAP", "text": "=: for two residue class unions in sparse rep. (ResClasses)", "presentation": "=: for two residue class unions in sparse rep. (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 136}}, "mmt_uri": "", "metadata": {"rank": 18}} -{"system": "GAP", "text": "=: for two residue class unions in standard rep. (ResClasses)", "presentation": "=: for two residue class unions in standard rep. 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by the Froidure-Pin algorithm", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 140}}, "mmt_uri": "", "metadata": {"rank": 16}} -{"system": "GAP", "text": "=: DoubleCosets", "presentation": "=: DoubleCosets", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 141}}, "mmt_uri": "", "metadata": {"rank": 16}} -{"system": "GAP", "text": "=: for two inf. bits assoc. words", "presentation": "=: for two inf. bits assoc. words", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 142}}, "mmt_uri": "", "metadata": {"rank": 16}} -{"system": "GAP", "text": "=: for two 32 bits assoc. words", "presentation": "=: for two 32 bits assoc. words", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, 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the Froidure-Pin algorithm", "presentation": "=: for fp semigp elts produced by the Froidure-Pin algorithm", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 147}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for Green's classes", "presentation": "=: for Green's classes", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 148}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for two f.p. group elements", "presentation": "=: for two f.p. group elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 149}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: wreath elements", "presentation": "=: wreath elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 150}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for two elements of magma by mult. table", "presentation": "=: for two elements of magma by mult. table", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 151}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for two elements of a magma with zero adjoined", "presentation": "=: for two elements of a magma with zero adjoined", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 152}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for two general mappings", "presentation": "=: for two general mappings", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 153}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "=: for two unions of residue classes with fixed rep's (ResClasses)", "presentation": "=: for two unions of residue classes with fixed rep's (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 154}}, "mmt_uri": "", "metadata": {"rank": 12}} -{"system": "GAP", "text": "=: for pcp elements", "presentation": "=: for pcp elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 155}}, "mmt_uri": "", "metadata": {"rank": 12}} -{"system": "GAP", "text": "=", "presentation": "=", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 156}}, "mmt_uri": "", "metadata": {"rank": 12}} 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"line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 160}}, "mmt_uri": "", "metadata": {"rank": 12}} -{"system": "GAP", "text": "=: for two small lists", "presentation": "=: for two small lists", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 161}}, "mmt_uri": "", "metadata": {"rank": 12}} -{"system": "GAP", "text": "=: for elements of a Rees 0-matrix semigroup", "presentation": "=: for elements of a Rees 0-matrix semigroup", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 162}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for elements of a Rees matrix semigroup", "presentation": "=: for elements of a Rees matrix semigroup", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 163}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for two Knuth-Bendix rewriting systems", "presentation": "=: for two Knuth-Bendix rewriting systems", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 164}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for two elements of a f.p. semigroup", "presentation": "=: for two elements of a f.p. semigroup", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 165}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for two domains", "presentation": "=: for two domains", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 166}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for a domain and a list", "presentation": "=: for a domain and a list", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 167}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for a list and a domain", "presentation": "=: for a list and a domain", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 168}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: wrapped additive elements", "presentation": "=: wrapped additive elements", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 169}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "=: for a list of elements and an infinite domain (ResClasses)", "presentation": "=: for a list of elements and an infinite domain (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 170}}, "mmt_uri": "", "metadata": {"rank": 9}} -{"system": "GAP", "text": "=: for an infinite domain and a list of elements (ResClasses)", "presentation": "=: for an infinite domain and a list of elements (ResClasses)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 171}}, "mmt_uri": "", "metadata": {"rank": 9}} -{"system": "GAP", "text": "=: for two words", "presentation": "=: for two words", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 172}}, "mmt_uri": "", "metadata": {"rank": 8}} -{"system": "GAP", "text": "=: for two finite lists (not necessarily small)", "presentation": "=: for two finite lists (not necessarily small)", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 173}}, "mmt_uri": "", "metadata": {"rank": 8}} -{"system": "GAP", "text": "=: for omrec and omrec", "presentation": "=: for omrec and omrec", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 174}}, "mmt_uri": "", "metadata": {"rank": 6}} -{"system": "GAP", "text": "=: for two lists with length - last resort", "presentation": "=: for two lists with length - last resort", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, "custom": {"name": "=", "id": 175}}, "mmt_uri": "", "metadata": {"rank": 6}} -{"system": "GAP", "text": "=: for two info classes", "presentation": "=: for two info classes", "source_reference": {"file": "object.gd", "line": 143, "line_end": null, "column": null, "column_end": null, 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{"rank": 110}} -{"system": "GAP", "text": "<: objects with memory with x", "presentation": "<: objects with memory with x", "source_reference": {"file": "object.gd", "line": 150, "line_end": null, "column": null, "column_end": null, "custom": {"name": "<", "id": 10}}, "mmt_uri": "", "metadata": {"rank": 110}} -{"system": "GAP", "text": "<: x with straight line program element", "presentation": "<: x with straight line program element", "source_reference": {"file": "object.gd", "line": 150, "line_end": null, "column": null, "column_end": null, "custom": {"name": "<", "id": 11}}, "mmt_uri": "", "metadata": {"rank": 110}} -{"system": "GAP", "text": "<: straight line program element with x", "presentation": "<: straight line program element with x", "source_reference": {"file": "object.gd", "line": 150, "line_end": null, "column": null, "column_end": null, "custom": {"name": "<", "id": 12}}, "mmt_uri": "", "metadata": {"rank": 110}} -{"system": "GAP", "text": "<: for two compressed 8 bit 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"", "metadata": {"rank": 59}} -{"system": "GAP", "text": "*: for ring element, and empty matrix", "presentation": "*: for ring element, and empty matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 38}}, "mmt_uri": "", "metadata": {"rank": 57}} -{"system": "GAP", "text": "*: for empty matrix, and ring element", "presentation": "*: for empty matrix, and ring element", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 39}}, "mmt_uri": "", "metadata": {"rank": 57}} -{"system": "GAP", "text": "*: for integer and ordinary block matrix", "presentation": "*: for integer and ordinary block matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 40}}, "mmt_uri": "", "metadata": {"rank": 56}} -{"system": "GAP", "text": "*: for ordinary block matrix and integer", "presentation": "*: for ordinary block matrix and integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 41}}, "mmt_uri": "", "metadata": {"rank": 56}} -{"system": "GAP", "text": "*: for GF2 vector and FFE", "presentation": "*: for GF2 vector and FFE", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 42}}, "mmt_uri": "", "metadata": {"rank": 55}} -{"system": "GAP", "text": "*: for FFE and GF2 vector", "presentation": "*: for FFE and GF2 vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 43}}, "mmt_uri": "", "metadata": {"rank": 55}} -{"system": "GAP", "text": "*: for empty list and null map matrix", "presentation": "*: for empty list and null map matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 44}}, "mmt_uri": "", "metadata": {"rank": 55}} -{"system": "GAP", "text": "*: for character, and positive integer", "presentation": "*: for character, and positive integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 45}}, "mmt_uri": "", "metadata": {"rank": 54}} -{"system": "GAP", "text": "*: for positive integer, and character", "presentation": "*: for positive integer, and character", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 46}}, "mmt_uri": "", "metadata": {"rank": 54}} -{"system": "GAP", "text": "*: for ring and right ideal (construct a two-sided ideal)", "presentation": "*: for ring and right ideal (construct a two-sided ideal)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 47}}, "mmt_uri": "", "metadata": {"rank": 53}} -{"system": "GAP", "text": "*: for left ideal and ring (construct a two-sided ideal)", "presentation": "*: for left ideal and ring (construct a two-sided ideal)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 48}}, "mmt_uri": "", "metadata": {"rank": 53}} -{"system": "GAP", "text": "*: for virtual character, and integer", "presentation": "*: for virtual character, and integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 49}}, "mmt_uri": "", "metadata": {"rank": 51}} -{"system": "GAP", "text": "*: for integer, and virtual character", "presentation": "*: for integer, and virtual character", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 50}}, "mmt_uri": "", "metadata": {"rank": 51}} -{"system": "GAP", "text": "*: for vector and ordinary block matrix", "presentation": "*: for vector and ordinary block matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 51}}, "mmt_uri": "", "metadata": {"rank": 50}} -{"system": "GAP", "text": "*: for ordinary block matrix and vector", "presentation": "*: for ordinary block matrix and vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 52}}, "mmt_uri": "", "metadata": {"rank": 50}} -{"system": "GAP", "text": "*: for empty row vector, and integer", "presentation": "*: for empty row vector, and integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 53}}, "mmt_uri": "", "metadata": {"rank": 49}} -{"system": "GAP", "text": "*: for integer, and empty row vector", "presentation": "*: for integer, and empty row vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 54}}, "mmt_uri": "", "metadata": {"rank": 49}} -{"system": "GAP", "text": "*: for class function, and cyclotomic", "presentation": "*: for class function, and cyclotomic", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 55}}, "mmt_uri": "", "metadata": {"rank": 47}} -{"system": "GAP", "text": "*: for cyclotomic, and class function", "presentation": "*: for cyclotomic, and class function", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 56}}, "mmt_uri": "", "metadata": {"rank": 47}} -{"system": "GAP", "text": "*: for a mgrv, and an ordinary block matrix", "presentation": "*: for a mgrv, and an ordinary block matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 57}}, "mmt_uri": "", "metadata": {"rank": 47}} -{"system": "GAP", "text": "*: for an ordinary block matrix, and a mgrv", "presentation": "*: for an ordinary block matrix, and a mgrv", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 58}}, "mmt_uri": "", "metadata": {"rank": 47}} -{"system": "GAP", "text": "*: for ring element and ordinary block matrix", "presentation": "*: for ring element and ordinary block matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 59}}, "mmt_uri": "", "metadata": {"rank": 46}} -{"system": "GAP", "text": "*: for ordinary block matrix and ring element", "presentation": "*: for ordinary block matrix and ring element", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 60}}, "mmt_uri": "", "metadata": {"rank": 46}} -{"system": "GAP", "text": "*: for a scalar and Z^2 (ResClasses)", "presentation": "*: for a scalar and Z^2 (ResClasses)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 61}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: For an 8 bit vector of char 2 and a GF2 vector", "presentation": "*: For an 8 bit vector of char 2 and a GF2 vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 62}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: For a GF2 vector and an 8 bit vector of char 2", "presentation": "*: For a GF2 vector and an 8 bit vector of char 2", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 63}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: for FFE and GF2 vector", "presentation": "*: for FFE and GF2 vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 64}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: for FFE and GF2 vector", "presentation": "*: for FFE and GF2 vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 65}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: for a null map matrix and a scalar", "presentation": "*: for a null map matrix and a scalar", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 66}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*: for a scalar and a null map matrix", "presentation": "*: for a scalar and a null map matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 67}}, "mmt_uri": "", "metadata": {"rank": 45}} -{"system": "GAP", "text": "*", "presentation": "*", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 68}}, "mmt_uri": "", "metadata": {"rank": 44}} -{"system": "GAP", "text": "*", "presentation": "*", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 69}}, "mmt_uri": "", "metadata": {"rank": 44}} -{"system": "GAP", "text": "*: for vector and null map matrix", "presentation": "*: for vector and null map matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 70}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "*: for residue class union of Z^2 and matrix (ResClasses)", "presentation": "*: for residue class union of Z^2 and matrix (ResClasses)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 71}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "*: for list in `IsListDefault', and class function", "presentation": "*: for list in `IsListDefault', and class function", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 72}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "*: for class function, and list in `IsListDefault'", "presentation": "*: for class function, and list in `IsListDefault'", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 73}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "*: For an FFE and an 8 bit vector", "presentation": "*: For an FFE and an 8 bit vector ", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 74}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "*: For an 8 bit vector and an FFE", "presentation": "*: For an 8 bit vector and an FFE", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 75}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "*: for two nearly character tables (call `CharacterTableDirectProduct')", "presentation": "*: for two nearly character tables (call `CharacterTableDirectProduct')", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 76}}, "mmt_uri": "", "metadata": {"rank": 40}} -{"system": "GAP", "text": "*: group times element", "presentation": "*: group times element", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 77}}, "mmt_uri": "", "metadata": {"rank": 40}} -{"system": "GAP", "text": "*: for two direct product elements", "presentation": "*: for two direct product elements", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 78}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "*: for list and null map matrix", "presentation": "*: for list and null map matrix", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 79}}, "mmt_uri": "", "metadata": {"rank": 37}} -{"system": "GAP", "text": "*: for a ring element and the base ring (ResClasses)", "presentation": "*: for a ring element and the base ring (ResClasses)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 80}}, "mmt_uri": "", "metadata": {"rank": 36}} -{"system": "GAP", "text": "*: for internal FFE and element in Z/pZ (ModulusRep)", "presentation": "*: for internal FFE and element in Z/pZ (ModulusRep)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 81}}, "mmt_uri": "", "metadata": {"rank": 36}} -{"system": "GAP", "text": "*: for element in Z/pZ (ModulusRep) and internal FFE", "presentation": "*: for element in Z/pZ (ModulusRep) and internal FFE", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 82}}, "mmt_uri": "", "metadata": {"rank": 36}} -{"system": "GAP", "text": "*: for the base module and a scalar / matrix (ResClasses)", "presentation": "*: for the base module and a scalar / matrix (ResClasses)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 83}}, "mmt_uri": "", "metadata": {"rank": 35}} -{"system": "GAP", "text": "*: internal ffe * (large) integer", "presentation": "*: internal ffe * (large) integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 84}}, "mmt_uri": "", "metadata": {"rank": 35}} -{"system": "GAP", "text": "*: for the base ring and a ring element (ResClasses)", "presentation": "*: for the base ring and a ring element (ResClasses)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 85}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for infinity and positive rational (RCWA)", "presentation": "*: for infinity and positive rational (RCWA)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 86}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for positive rational and infinity (RCWA)", "presentation": "*: for positive rational and infinity (RCWA)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 87}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*", "presentation": "*", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 88}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for integer and element in Z/nZ (ModulusRep)", "presentation": "*: for integer and element in Z/nZ (ModulusRep)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 89}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for element in Z/nZ (ModulusRep) and integer", "presentation": "*: for element in Z/nZ (ModulusRep) and integer", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 90}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: BFElm*BFElm", "presentation": "*: BFElm*BFElm", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 91}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: BFElm*AlgElm", "presentation": "*: BFElm*AlgElm", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 92}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: AlgElm*BFElm", "presentation": "*: AlgElm*BFElm", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 93}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: AlgElm*AlgElm", "presentation": "*: AlgElm*AlgElm", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 94}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: laurent * laurent", "presentation": "*: laurent * laurent", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 95}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for ring and ring element (construct a left ideal)", "presentation": "*: for ring and ring element (construct a left ideal)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 96}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for ring element and ring (construct a right ideal)", "presentation": "*: for ring element and ring (construct a right ideal)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 97}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for empty row vector, and multiplicative element", "presentation": "*: for empty row vector, and multiplicative element", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 98}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for multiplicative element, and empty row vector", "presentation": "*: for multiplicative element, and empty row vector", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 99}}, "mmt_uri": "", "metadata": {"rank": 34}} -{"system": "GAP", "text": "*: for rational and element in Z/nZ (ModulusRep)", "presentation": "*: for rational and element in Z/nZ (ModulusRep)", "source_reference": {"file": "arith.gd", "line": 1559, "line_end": null, "column": null, "column_end": null, "custom": {"name": "*", "id": 100}}, "mmt_uri": "", "metadata": {"rank": 33}} -{"system": "GAP", "text": "*: for element in Z/nZ (ModulusRep) and rational", "presentation": "*: for element in Z/nZ (ModulusRep) and rational", "source_reference": {"file": 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null, "custom": {"name": "MultVectorLeft", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 12}} -{"system": "GAP", "text": "MultVectorLeft: generic method for a mutable vector, and an object", "presentation": "MultVectorLeft: generic method for a mutable vector, and an object", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 6}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "MultVectorLeft: kernel method for a mutable dense small list, and an object", "presentation": "MultVectorLeft: kernel method for a mutable dense small list, and an object", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 9}} -{"system": "GAP", "text": "MultVectorLeft: for a mutable dense list, and an object", "presentation": "MultVectorLeft: for a mutable dense list, and an object", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 5}} -{"system": "GAP", "text": "MultVectorLeft: error if immutable", "presentation": "MultVectorLeft: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "MultVectorLeft: generic method for a mutable vector, an object, an int, and an int", "presentation": "MultVectorLeft: generic method for a mutable vector, an object, an int, and an int", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 46}} -{"system": "GAP", "text": "MultVectorLeft: obsolete five argument method", "presentation": "MultVectorLeft: obsolete five argument method", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 14}} -{"system": "GAP", "text": "MultVectorLeft: error if immutable", "presentation": "MultVectorLeft: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 119, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultVectorLeft", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "CoeffsMod", "presentation": "CoeffsMod", "source_reference": {"file": "listcoef.gd", "line": 148, "line_end": null, "column": null, "column_end": null, "custom": {"name": "CoeffsMod", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 21}} -{"system": "GAP", "text": "CoeffsMod: call `ReduceCoeffsMod'", "presentation": "CoeffsMod: call `ReduceCoeffsMod'", "source_reference": {"file": "listcoef.gd", "line": 148, "line_end": null, "column": null, "column_end": null, "custom": {"name": "CoeffsMod", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 39}} -{"system": "GAP", "text": "MultCoeffs: generic method", "presentation": "MultCoeffs: generic method", "source_reference": {"file": "listcoef.gd", "line": 192, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 46}} -{"system": "GAP", "text": "MultCoeffs: error if immutable", "presentation": "MultCoeffs: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 192, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MultCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "PowerModCoeffs: default, 3 argt", "presentation": "PowerModCoeffs: default, 3 argt", "source_reference": {"file": "listcoef.gd", "line": 224, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PowerModCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 24}} -{"system": "GAP", "text": "PowerModCoeffs: for 8 bit vectors", "presentation": "PowerModCoeffs: for 8 bit vectors", "source_reference": {"file": "listcoef.gd", "line": 224, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PowerModCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 103}} -{"system": "GAP", "text": "PowerModCoeffs: for gf2vectors", "presentation": "PowerModCoeffs: for gf2vectors", "source_reference": {"file": "listcoef.gd", "line": 224, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PowerModCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 97}} -{"system": "GAP", "text": "PowerModCoeffs: default five argt method", "presentation": "PowerModCoeffs: default five argt method", "source_reference": {"file": "listcoef.gd", "line": 224, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PowerModCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 60}} -{"system": "GAP", "text": "ProductCoeffs: 8 bit vectors, kernel method (2 arg)", "presentation": "ProductCoeffs: 8 bit vectors, kernel method (2 arg)", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 48}} -{"system": "GAP", "text": "ProductCoeffs: Gf2 vectors, kernel method (2 arg)", "presentation": "ProductCoeffs: Gf2 vectors, kernel method (2 arg)", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "ProductCoeffs: call PRODUCT_COEFFS_GENERIC_LISTS with lengths", "presentation": "ProductCoeffs: call PRODUCT_COEFFS_GENERIC_LISTS with lengths", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 6}} -{"system": "GAP", "text": "ProductCoeffs: 8 bit vectors, kernel method", "presentation": "ProductCoeffs: 8 bit vectors, kernel method", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 84}} -{"system": "GAP", "text": "ProductCoeffs: GF2 vectors, kernel method", "presentation": "ProductCoeffs: GF2 vectors, kernel method", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 78}} -{"system": "GAP", "text": "ProductCoeffs: call PRODUCT_COEFFS_GENERIC_LISTS", "presentation": "ProductCoeffs: call PRODUCT_COEFFS_GENERIC_LISTS", "source_reference": {"file": "listcoef.gd", "line": 253, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ProductCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "ReduceCoeffs: 8 bit vectors, kernel method (2 arg)", "presentation": "ReduceCoeffs: 8 bit vectors, kernel method (2 arg)", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 49}} -{"system": "GAP", "text": "ReduceCoeffs: Gf2 vectors, kernel method (2 arg)", "presentation": "ReduceCoeffs: Gf2 vectors, kernel method (2 arg)", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 43}} -{"system": "GAP", "text": "ReduceCoeffs", "presentation": "ReduceCoeffs", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 8}} -{"system": "GAP", "text": "ReduceCoeffs: error if immutable", "presentation": "ReduceCoeffs: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "ReduceCoeffs: 8 bit vectors, kernel method", "presentation": "ReduceCoeffs: 8 bit vectors, kernel method", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 85}} -{"system": "GAP", "text": "ReduceCoeffs: GF2 vectors, kernel method", "presentation": "ReduceCoeffs: GF2 vectors, kernel method", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 79}} -{"system": "GAP", "text": "ReduceCoeffs: for float vectors", "presentation": "ReduceCoeffs: for float vectors", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 72}} -{"system": "GAP", "text": "ReduceCoeffs: generic method", "presentation": "ReduceCoeffs: generic method", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 44}} -{"system": "GAP", "text": "ReduceCoeffs: error if immutable", "presentation": "ReduceCoeffs: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 288, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffs", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "ReduceCoeffsMod", "presentation": "ReduceCoeffsMod", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 23}} -{"system": "GAP", "text": "ReduceCoeffsMod: error if immutable", "presentation": "ReduceCoeffsMod: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 20}} -{"system": "GAP", "text": "ReduceCoeffsMod: generic: list, int,int", "presentation": "ReduceCoeffsMod: generic: list, int,int", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "ReduceCoeffsMod: error if immutable", "presentation": "ReduceCoeffsMod: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "ReduceCoeffsMod: generic: list,list,int", "presentation": "ReduceCoeffsMod: generic: list,list,int", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 26}} -{"system": "GAP", "text": "ReduceCoeffsMod: error if immutable", "presentation": "ReduceCoeffsMod: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 20}} -{"system": "GAP", "text": "ReduceCoeffsMod: generic method (5 args)", "presentation": "ReduceCoeffsMod: generic method (5 args)", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 62}} -{"system": "GAP", "text": "ReduceCoeffsMod: error if immutable", "presentation": "ReduceCoeffsMod: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 326, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ReduceCoeffsMod", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 56}} -{"system": "GAP", "text": "QuotRemCoeffs: 8 bit vectors, kernel method (2 arg)", "presentation": "QuotRemCoeffs: 8 bit vectors, kernel method (2 arg)", "source_reference": {"file": "listcoef.gd", "line": 345, "line_end": null, "column": null, "column_end": null, "custom": {"name": "QuotRemCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 49}} -{"system": "GAP", "text": "QuotRemCoeffs: generic, use list lengths", "presentation": "QuotRemCoeffs: generic, use list lengths", "source_reference": {"file": "listcoef.gd", "line": 345, "line_end": null, "column": null, "column_end": null, "custom": {"name": "QuotRemCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 6}} -{"system": "GAP", "text": "QuotRemCoeffs: 8 bit vectors, kernel method", "presentation": "QuotRemCoeffs: 8 bit vectors, kernel method", "source_reference": {"file": "listcoef.gd", "line": 345, "line_end": null, "column": null, "column_end": null, "custom": {"name": "QuotRemCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 85}} -{"system": "GAP", "text": "QuotRemCoeffs: GF2 vectors", "presentation": "QuotRemCoeffs: GF2 vectors", "source_reference": {"file": "listcoef.gd", "line": 345, "line_end": null, "column": null, "column_end": null, "custom": {"name": "QuotRemCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 78}} -{"system": "GAP", "text": "QuotRemCoeffs: generic", "presentation": "QuotRemCoeffs: generic", "source_reference": {"file": "listcoef.gd", "line": 345, "line_end": null, "column": null, "column_end": null, "custom": {"name": "QuotRemCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 40}} -{"system": "GAP", "text": "ValuePol: special code for rational values", "presentation": "ValuePol: special code for rational values", "source_reference": {"file": "listcoef.gd", "line": 371, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ValuePol", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 19}} -{"system": "GAP", "text": "ValuePol: generic", "presentation": "ValuePol: generic", "source_reference": {"file": "listcoef.gd", "line": 371, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ValuePol", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 10}} -{"system": "GAP", "text": "RemoveOuterCoeffs: vec8bit and zero", "presentation": "RemoveOuterCoeffs: vec8bit and zero", "source_reference": {"file": "listcoef.gd", "line": 404, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RemoveOuterCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 42}} -{"system": "GAP", "text": "RemoveOuterCoeffs: gf2vec and zero", "presentation": "RemoveOuterCoeffs: gf2vec and zero", "source_reference": {"file": "listcoef.gd", "line": 404, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RemoveOuterCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 39}} -{"system": "GAP", "text": "RemoveOuterCoeffs: generic method", "presentation": "RemoveOuterCoeffs: generic method", "source_reference": {"file": "listcoef.gd", "line": 404, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RemoveOuterCoeffs", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 5}} -{"system": "GAP", "text": "RemoveOuterCoeffs: error if immutable", "presentation": "RemoveOuterCoeffs: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 404, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RemoveOuterCoeffs", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "ShiftedCoeffs: empty list", "presentation": "ShiftedCoeffs: empty list", "source_reference": {"file": "listcoef.gd", "line": 430, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ShiftedCoeffs", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 38}} -{"system": "GAP", "text": "ShiftedCoeffs: call ShiftRowVektor", "presentation": "ShiftedCoeffs: call ShiftRowVektor", "source_reference": {"file": "listcoef.gd", "line": 430, "line_end": null, "column": null, "column_end": null, "custom": {"name": "ShiftedCoeffs", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 21}} -{"system": "GAP", "text": "LeftShiftRowVector", "presentation": "LeftShiftRowVector", "source_reference": {"file": "listcoef.gd", "line": 451, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LeftShiftRowVector", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 10024}} -{"system": "GAP", "text": "LeftShiftRowVector: 8bit vector", "presentation": "LeftShiftRowVector: 8bit vector", "source_reference": {"file": "listcoef.gd", "line": 451, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LeftShiftRowVector", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 44}} -{"system": "GAP", "text": "LeftShiftRowVector: gf2 vector", "presentation": "LeftShiftRowVector: gf2 vector", "source_reference": {"file": "listcoef.gd", "line": 451, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LeftShiftRowVector", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 41}} -{"system": "GAP", "text": "LeftShiftRowVector: generic method", "presentation": "LeftShiftRowVector: generic method", "source_reference": {"file": "listcoef.gd", "line": 451, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LeftShiftRowVector", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 24}} -{"system": "GAP", "text": "LeftShiftRowVector: error if immutable", "presentation": "LeftShiftRowVector: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 451, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LeftShiftRowVector", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "RightShiftRowVector: error if immutable", "presentation": "RightShiftRowVector: error if immutable", "source_reference": {"file": "listcoef.gd", "line": 472, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RightShiftRowVector", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "RightShiftRowVector", "presentation": "RightShiftRowVector", "source_reference": {"file": "listcoef.gd", "line": 472, "line_end": null, "column": null, "column_end": null, "custom": {"name": "RightShiftRowVector", 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system setter", "presentation": "SetJenningsSeries: system setter", "source_reference": {"file": "grp.gd", "line": 1754, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetJenningsSeries", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "SetJenningsSeries: default method, does nothing", "presentation": "SetJenningsSeries: default method, does nothing", "source_reference": {"file": "grp.gd", "line": 1754, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetJenningsSeries", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: system getter", "presentation": "LowerCentralSeriesOfGroup: system getter", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: handled by nice monomorphism: GroupSeries", "presentation": "LowerCentralSeriesOfGroup: handled by nice monomorphism: GroupSeries", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 372}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: for permgrp", "presentation": "LowerCentralSeriesOfGroup: for permgrp", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 61}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup", "presentation": "LowerCentralSeriesOfGroup", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 50}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: fp group", "presentation": "LowerCentralSeriesOfGroup: fp group", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 37}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: generic method for groups", "presentation": "LowerCentralSeriesOfGroup: generic method for groups", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, "column": null, "column_end": null, "custom": {"name": "LowerCentralSeriesOfGroup", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 35}} -{"system": "GAP", "text": "LowerCentralSeriesOfGroup: default method requiring categories and checking properties", "presentation": "LowerCentralSeriesOfGroup: default method requiring categories and checking properties", "source_reference": {"file": "grp.gd", "line": 1775, "line_end": null, 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system setter", "presentation": "SetNilpotencyClassOfGroup: system setter", "source_reference": {"file": "grp.gd", "line": 1794, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetNilpotencyClassOfGroup", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "SetNilpotencyClassOfGroup: default method, does nothing", "presentation": "SetNilpotencyClassOfGroup: default method, does nothing", "source_reference": {"file": "grp.gd", "line": 1794, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetNilpotencyClassOfGroup", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "MaximalNormalSubgroups: system getter", "presentation": "MaximalNormalSubgroups: system getter", "source_reference": {"file": "grp.gd", "line": 1828, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MaximalNormalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} -{"system": "GAP", 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{"file": "grp.gd", "line": 1828, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetMaximalNormalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "SetMaximalNormalSubgroups: default method, does nothing", "presentation": "SetMaximalNormalSubgroups: default method, does nothing", "source_reference": {"file": "grp.gd", "line": 1828, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetMaximalNormalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "NormalMaximalSubgroups: system getter", "presentation": "NormalMaximalSubgroups: system getter", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalMaximalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} -{"system": "GAP", "text": "NormalMaximalSubgroups: pcgs computable groups using special pcgs", "presentation": "NormalMaximalSubgroups: pcgs computable groups using special pcgs", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalMaximalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 55}} -{"system": "GAP", "text": "NormalMaximalSubgroups: for pcp groups", "presentation": "NormalMaximalSubgroups: for pcp groups", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalMaximalSubgroups", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 50}} -{"system": "GAP", "text": "NormalMaximalSubgroups: default method requiring categories and checking properties", "presentation": "NormalMaximalSubgroups: default method requiring categories and checking properties", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalMaximalSubgroups", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 1}} -{"system": "GAP", "text": "SetNormalMaximalSubgroups: system setter", "presentation": "SetNormalMaximalSubgroups: system setter", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetNormalMaximalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "SetNormalMaximalSubgroups: default method, does nothing", "presentation": "SetNormalMaximalSubgroups: default method, does nothing", "source_reference": {"file": "grp.gd", "line": 1842, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetNormalMaximalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "MinimalNormalSubgroups: system getter", "presentation": "MinimalNormalSubgroups: system getter", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": 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null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 57}} -{"system": "GAP", "text": "MinimalNormalSubgroups: for soluble groups: use AbelianMinimalNormalSubgroups", "presentation": "MinimalNormalSubgroups: for soluble groups: use AbelianMinimalNormalSubgroups", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 51}} -{"system": "GAP", "text": "MinimalNormalSubgroups: redispatch if group is finite or soluble", "presentation": "MinimalNormalSubgroups: redispatch if group is finite or soluble", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 50}} -{"system": "GAP", "text": "MinimalNormalSubgroups: generic search in 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"custom": {"name": "MinimalNormalSubgroups", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "MinimalNormalSubgroups: fallback method to test conditions", "presentation": "MinimalNormalSubgroups: fallback method to test conditions", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "SetMinimalNormalSubgroups: system setter", "presentation": "SetMinimalNormalSubgroups: system setter", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetMinimalNormalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 2}} -{"system": "GAP", "text": "SetMinimalNormalSubgroups: default method, does nothing", "presentation": "SetMinimalNormalSubgroups: default method, does nothing", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "SetMinimalNormalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 0}} -{"system": "GAP", "text": "NormalSubgroups: system getter", "presentation": "NormalSubgroups: system getter", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} -{"system": "GAP", "text": "NormalSubgroups: via nice monomorphism", "presentation": "NormalSubgroups: via nice monomorphism", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 384}} -{"system": "GAP", "text": "NormalSubgroups: handled by nice monomorphism: subgroups", "presentation": "NormalSubgroups: handled by nice monomorphism: subgroups", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 372}} -{"system": "GAP", "text": "NormalSubgroups: for an alternating group", "presentation": "NormalSubgroups: for an alternating group", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 98}} -{"system": "GAP", "text": "NormalSubgroups: for a symmetric group", "presentation": "NormalSubgroups: for a symmetric group", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 98}} -{"system": "GAP", "text": "NormalSubgroups: redispatch if group is finite or soluble", "presentation": "NormalSubgroups: redispatch if group is finite or soluble", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 67}} -{"system": "GAP", "text": "NormalSubgroups: normal complement method for pc groups", "presentation": "NormalSubgroups: normal complement method for pc groups", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 6}}, "mmt_uri": "", "metadata": {"rank": 67}} -{"system": "GAP", "text": "NormalSubgroups: normal complement method for soluble perm groups", "presentation": "NormalSubgroups: normal complement method for soluble perm groups", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 66}} -{"system": "GAP", "text": "NormalSubgroups: homomorphism principle pc groups", "presentation": "NormalSubgroups: homomorphism principle pc groups", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 66}} -{"system": "GAP", "text": "NormalSubgroups: homomorphism principle perm groups", "presentation": "NormalSubgroups: homomorphism principle perm groups", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 61}} -{"system": "GAP", "text": "NormalSubgroups: via IsomorphismPcGroup", "presentation": "NormalSubgroups: via IsomorphismPcGroup", "source_reference": {"file": "grp.gd", "line": 1889, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NormalSubgroups", "id": 10}}, "mmt_uri": "", "metadata": {"rank": 51}} -{"system": "GAP", "text": "NormalSubgroups: 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"MinimalBlockDimensionOfMatrixGroup: default method", "source_reference": {"file": ".", "line": 62, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroup", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 100}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroup: default method requiring categories and checking properties", "presentation": "MinimalBlockDimensionOfMatrixGroup: default method requiring categories and checking properties", "source_reference": {"file": ".", "line": 62, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroup", "id": 2}}, "mmt_uri": "", "metadata": {"rank": -14}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroup: for matrix group", "presentation": "MinimalBlockDimensionOfMatrixGroup: for matrix group", "source_reference": {"file": ".", "line": 62, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroup", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 45}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group having imprimitivity systems", "presentation": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group having imprimitivity systems", "source_reference": {"file": ".", "line": 63, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroupOp", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 106}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field", "presentation": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field", "source_reference": {"file": ".", "line": 63, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroupOp", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 111}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field, use NiceMonomorphism", "presentation": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field, use NiceMonomorphism", "source_reference": {"file": ".", "line": 63, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroupOp", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 446}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field which has MinimalBlockDimension", "presentation": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field which has MinimalBlockDimension", "source_reference": {"file": ".", "line": 63, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroupOp", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 448}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field with representation homomorphism", "presentation": "MinimalBlockDimensionOfMatrixGroupOp: for matrix group over finite field with representation homomorphism", "source_reference": {"file": ".", "line": 63, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroupOp", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 448}} +{"system": "GAP", "text": "MinimalBlockDimensionOfMatrixGroup: system getter", "presentation": "MinimalBlockDimensionOfMatrixGroup: system getter", "source_reference": {"file": ".", "line": 62, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimensionOfMatrixGroup", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20048}} +{"system": "GAP", "text": "MinimalBlockDimension: system getter", "presentation": "MinimalBlockDimension: system getter", "source_reference": {"file": ".", "line": 245, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalBlockDimension", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20048}} +{"system": "GAP", "text": "MinimalFaithfulPermutationDegree: use lattice", "presentation": "MinimalFaithfulPermutationDegree: use lattice", "source_reference": {"file": "grplatt.gd", "line": 521, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalFaithfulPermutationDegree", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 47}} +{"system": "GAP", "text": "MinimalGeneratingSet: compute via Smith normal form", "presentation": "MinimalGeneratingSet: compute via Smith normal form", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 115}} +{"system": "GAP", "text": "MinimalGeneratingSet: default method requiring categories and checking properties", "presentation": "MinimalGeneratingSet: default method requiring categories and checking properties", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 1}} +{"system": "GAP", "text": "MinimalGeneratingSet: fallback method to inform user", "presentation": "MinimalGeneratingSet: fallback method to inform user", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "MinimalGeneratingSet: finite cyclic groups", "presentation": "MinimalGeneratingSet: finite cyclic groups", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 127}} +{"system": "GAP", "text": "MinimalGeneratingSet: for a subgroup of a free group", "presentation": "MinimalGeneratingSet: for a subgroup of a free group", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 50}} +{"system": "GAP", "text": "MinimalGeneratingSet: for pcp groups", "presentation": "MinimalGeneratingSet: for pcp groups", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 6}}, "mmt_uri": "", "metadata": {"rank": 50}} +{"system": "GAP", "text": "MinimalGeneratingSet: pcgs computable groups using special pcgs", "presentation": "MinimalGeneratingSet: pcgs computable groups using special pcgs", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 66}} +{"system": "GAP", "text": "MinimalGeneratingSet", "presentation": "MinimalGeneratingSet", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 372}} +{"system": "GAP", "text": "MinimalGeneratingSet: solvable group via pc", "presentation": "MinimalGeneratingSet: solvable group via pc", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 35}} +{"system": "GAP", "text": "MinimalGeneratingSet: system getter", "presentation": "MinimalGeneratingSet: system getter", "source_reference": {"file": "grp.gd", "line": 2138, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratingSet", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} +{"system": "GAP", "text": "MinimalGeneratorNumber: default method requiring categories and checking properties", "presentation": "MinimalGeneratorNumber: default method requiring categories and checking properties", "source_reference": {"file": ".", "line": 26, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratorNumber", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "MinimalGeneratorNumber: for nilpotent Lie algebras", "presentation": "MinimalGeneratorNumber: for nilpotent Lie algebras", "source_reference": {"file": ".", "line": 26, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratorNumber", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 48}} +{"system": "GAP", "text": "MinimalGeneratorNumber: system getter", "presentation": "MinimalGeneratorNumber: system getter", "source_reference": {"file": ".", "line": 26, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalGeneratorNumber", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20049}} +{"system": "GAP", "text": "MinimalNormalPSubgroups: default method", "presentation": "MinimalNormalPSubgroups: default method", "source_reference": {"file": ".", "line": 57, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalPSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 54}} +{"system": "GAP", "text": "MinimalNormalPSubgroupsOp: for finite group", "presentation": "MinimalNormalPSubgroupsOp: for finite group", "source_reference": {"file": ".", "line": 57, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalPSubgroupsOp", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 66}} +{"system": "GAP", "text": "MinimalNormalPSubgroupsOp: handled by IsomorphismPcGroup", "presentation": "MinimalNormalPSubgroupsOp: handled by IsomorphismPcGroup", "source_reference": {"file": ".", "line": 57, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalPSubgroupsOp", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 70}} +{"system": "GAP", "text": "MinimalNormalPSubgroupsOp: handled by nice monomorphism", "presentation": "MinimalNormalPSubgroupsOp: handled by nice monomorphism", "source_reference": {"file": ".", "line": 57, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalPSubgroupsOp", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 403}} +{"system": "GAP", "text": "MinimalNormalSubgroups: default method requiring categories and checking properties", "presentation": "MinimalNormalSubgroups: default method requiring categories and checking properties", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 1}} +{"system": "GAP", "text": "MinimalNormalSubgroups: fallback method to test conditions", "presentation": "MinimalNormalSubgroups: fallback method to test conditions", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "MinimalNormalSubgroups: fallback method to test conditions", "presentation": "MinimalNormalSubgroups: fallback method to test conditions", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "MinimalNormalSubgroups: for nilpotent groups", "presentation": "MinimalNormalSubgroups: for nilpotent groups", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 57}} +{"system": "GAP", "text": "MinimalNormalSubgroups: for simple groups", "presentation": "MinimalNormalSubgroups: for simple groups", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 10039}} +{"system": "GAP", "text": "MinimalNormalSubgroups: for soluble groups: use AbelianMinimalNormalSubgroups", "presentation": "MinimalNormalSubgroups: for soluble groups: use AbelianMinimalNormalSubgroups", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 51}} +{"system": "GAP", "text": "MinimalNormalSubgroups: generic search in NormalSubgroups", "presentation": "MinimalNormalSubgroups: generic search in NormalSubgroups", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 6}}, "mmt_uri": "", "metadata": {"rank": 47}} +{"system": "GAP", "text": "MinimalNormalSubgroups: handled by nice monomorphism", "presentation": "MinimalNormalSubgroups: handled by nice monomorphism", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 384}} +{"system": "GAP", "text": "MinimalNormalSubgroups: redispatch if group is finite or soluble", "presentation": "MinimalNormalSubgroups: redispatch if group is finite or soluble", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 50}} +{"system": "GAP", "text": "MinimalNormalSubgroups: system getter", "presentation": "MinimalNormalSubgroups: system getter", "source_reference": {"file": "grp.gd", "line": 1864, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalNormalSubgroups", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20038}} +{"system": "GAP", "text": "MinimalPolynomial: AlgElm", "presentation": "MinimalPolynomial: AlgElm", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 89}} +{"system": "GAP", "text": "MinimalPolynomial: finite field, finite field element, and indet. number", "presentation": "MinimalPolynomial: finite field, finite field element, and indet. number", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 88}} +{"system": "GAP", "text": "MinimalPolynomial: for field, scalar, and indet. number", "presentation": "MinimalPolynomial: for field, scalar, and indet. number", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 84}} +{"system": "GAP", "text": "MinimalPolynomial: for floats", "presentation": "MinimalPolynomial: for floats", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 102}} +{"system": "GAP", "text": "MinimalPolynomialMatrixNC: spinning over field", "presentation": "MinimalPolynomialMatrixNC: spinning over field", "source_reference": {"file": "matrix.gd", "line": 1961, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomialMatrixNC", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 110}} +{"system": "GAP", "text": "MinimalPolynomial", "presentation": "MinimalPolynomial", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 93}} +{"system": "GAP", "text": "MinimalPolynomial: spinning over field", "presentation": "MinimalPolynomial: spinning over field", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 110}} +{"system": "GAP", "text": "MinimalPolynomial: supply field and indeterminate 1", "presentation": "MinimalPolynomial: supply field and indeterminate 1", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 34}} +{"system": "GAP", "text": "MinimalPolynomial: supply field", "presentation": "MinimalPolynomial: supply field", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 53}} +{"system": "GAP", "text": "MinimalPolynomial: supply indeterminate 1", "presentation": "MinimalPolynomial: supply indeterminate 1", "source_reference": {"file": "ringpoly.gd", "line": 452, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalPolynomial", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 32}} +{"system": "GAP", "text": "MinimalStabChain: default method requiring categories and checking properties", "presentation": "MinimalStabChain: default method requiring categories and checking properties", "source_reference": {"file": "stbc.gd", "line": 486, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalStabChain", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 2}} +{"system": "GAP", "text": "MinimalStabChain: matrix group via niceo", "presentation": "MinimalStabChain: matrix group via niceo", "source_reference": {"file": "stbc.gd", "line": 486, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalStabChain", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 394}} +{"system": "GAP", "text": "MinimalStabChain: Perm", "presentation": "MinimalStabChain: Perm", "source_reference": {"file": "stbc.gd", "line": 486, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalStabChain", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 61}} +{"system": "GAP", "text": "MinimalStabChain: system getter", "presentation": "MinimalStabChain: system getter", "source_reference": {"file": "stbc.gd", "line": 486, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalStabChain", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20064}} +{"system": "GAP", "text": "MinimalSupergroupsLattice: cyclic extension", "presentation": "MinimalSupergroupsLattice: cyclic extension", "source_reference": {"file": "grplatt.gd", "line": 319, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalSupergroupsLattice", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 3}} +{"system": "GAP", "text": "MinimalSupergroupsLattice: system getter", "presentation": "MinimalSupergroupsLattice: system getter", "source_reference": {"file": "grplatt.gd", "line": 319, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalSupergroupsLattice", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20004}} +{"system": "GAP", "text": "MinimalSupergroupsTom: for a table of marks", "presentation": "MinimalSupergroupsTom: for a table of marks", "source_reference": {"file": "tom.gd", "line": 1778, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimalSupergroupsTom", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20}} +{"system": "GAP", "text": "MinimizedBombieriNorm: default method requiring categories and checking properties", "presentation": "MinimizedBombieriNorm: default method requiring categories and checking properties", "source_reference": {"file": "polyrat.gd", "line": 99, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimizedBombieriNorm", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "MinimizedBombieriNorm", "presentation": "MinimizedBombieriNorm", "source_reference": {"file": "polyrat.gd", "line": 99, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimizedBombieriNorm", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 17}} +{"system": "GAP", "text": "MinimizedBombieriNorm: system getter", "presentation": "MinimizedBombieriNorm: system getter", "source_reference": {"file": "polyrat.gd", "line": 99, "line_end": null, "column": null, "column_end": null, "custom": {"name": "MinimizedBombieriNorm", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20020}} +{"system": "GAP", "text": "MinimumList: for a list", "presentation": "MinimumList: for a list", 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{"name": "NewTCPConnection", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 24}} +{"system": "GAP", "text": "NewVector: for Is8BitVectorRep, GF(q), and a list", "presentation": "NewVector: for Is8BitVectorRep, GF(q), and a list", "source_reference": {"file": "matobj2.gd", "line": 521, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NewVector", "id": 1}}, "mmt_uri": "", "metadata": {"rank": -11}} +{"system": "GAP", "text": "NewVector: for IsGF2VectorRep, GF(2), and a list", "presentation": "NewVector: for IsGF2VectorRep, GF(2), and a list", "source_reference": {"file": "matobj2.gd", "line": 521, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NewVector", "id": 2}}, "mmt_uri": "", "metadata": {"rank": -11}} +{"system": "GAP", "text": "NewVector: for IsPlistVectorRep, a ring, and a list", "presentation": "NewVector: for IsPlistVectorRep, a ring, and a list", "source_reference": {"file": "matobj2.gd", "line": 521, "line_end": null, 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"column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 41}} +{"system": "GAP", "text": "NiceFreeLeftModule: for commutative FLMLOR that is handled by a nice basis", "presentation": "NiceFreeLeftModule: for commutative FLMLOR that is handled by a nice basis", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 39}} +{"system": "GAP", "text": "NiceFreeLeftModule: for FLMLOR that is handled by a nice basis", "presentation": "NiceFreeLeftModule: for FLMLOR that is handled by a nice basis", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 37}} +{"system": "GAP", "text": "NiceFreeLeftModule: for free module that is handled by a nice basis", "presentation": "NiceFreeLeftModule: for free module that is handled by a nice basis", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 6}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModule: for full hom space of linear mappings", "presentation": "NiceFreeLeftModule: for full hom space of linear mappings", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 36}} +{"system": "GAP", "text": "NiceFreeLeftModule: for generic finite space (use that this is a full row module)", "presentation": "NiceFreeLeftModule: for generic finite space (use that this is a full row module)", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsClassFunctionsSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsClassFunctionsSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsCochainsSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsCochainsSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsDirectSumElementsSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in 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"metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsGenericFiniteSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsGenericFiniteSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 16}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsLieObjectsModule'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsLieObjectsModule'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsLinearMappingsModule'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsLinearMappingsModule'", 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27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsNonGaussianRowSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsNonGaussianRowSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 14}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsSCAlgebraObjSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsSCAlgebraObjSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfElementsOfMagmaRing'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfElementsOfMagmaRing'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 12}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfRationalFunctions'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfRationalFunctions'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 15}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfUEAElements'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsSpaceOfUEAElements'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 10}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: for left module in `IsSparseVectorSpace'", "presentation": "NiceFreeLeftModuleInfo: for left module in `IsSparseVectorSpace'", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 27}} +{"system": "GAP", "text": "NiceFreeLeftModuleInfo: system getter", "presentation": "NiceFreeLeftModuleInfo: system getter", "source_reference": {"file": "basis.gd", "line": 1120, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModuleInfo", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20027}} +{"system": "GAP", "text": "NiceFreeLeftModule: system getter", "presentation": "NiceFreeLeftModule: system getter", "source_reference": {"file": "basis.gd", "line": 1101, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceFreeLeftModule", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20026}} +{"system": "GAP", "text": "NiceMonomorphism: falling back on GL", "presentation": "NiceMonomorphism: falling back on GL", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 397}} +{"system": "GAP", "text": "NiceMonomorphism: for a (nonrational) cyclotomic matrix group", "presentation": "NiceMonomorphism: for a (nonrational) cyclotomic matrix group", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 9}}, "mmt_uri": "", "metadata": {"rank": 48}} +{"system": "GAP", "text": "NiceMonomorphism: for automorphism groups", "presentation": "NiceMonomorphism: for automorphism groups", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 388}} +{"system": "GAP", "text": "NiceMonomorphism: for subgroups that get the nice monomorphism by their parent", "presentation": "NiceMonomorphism: for subgroups that get the nice monomorphism by their parent", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 767}} +{"system": "GAP", "text": "NiceMonomorphism: if a canonical nice monomorphism is already known", "presentation": "NiceMonomorphism: if a canonical nice monomorphism is already known", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 8}}, "mmt_uri": "", "metadata": {"rank": 136}} +{"system": "GAP", "text": "NiceMonomorphism: regular action", "presentation": "NiceMonomorphism: regular action", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 7}}, "mmt_uri": "", "metadata": {"rank": 372}} +{"system": "GAP", "text": "NiceMonomorphism: SeedFaithfulAction supersedes", "presentation": "NiceMonomorphism: SeedFaithfulAction supersedes", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 1373}} +{"system": "GAP", "text": "NiceMonomorphism: system getter", "presentation": "NiceMonomorphism: system getter", "source_reference": {"file": "grpnice.gd", "line": 33, "line_end": null, "column": null, "column_end": null, "custom": {"name": "NiceMonomorphism", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 20003}} +{"system": "GAP", "text": "NiceMonomorphism: use NicomorphismOfGeneralMatrixGroup", "presentation": "NiceMonomorphism: use 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{"rank": 5}} +{"system": "GAP", "text": "PositionSublist: empty list,sub,pos", "presentation": "PositionSublist: empty list,sub,pos", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 29}} +{"system": "GAP", "text": "PositionSublist: for two args in IsStringRep and offset", "presentation": "PositionSublist: for two args in IsStringRep and offset", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 22}} +{"system": "GAP", "text": "PositionSublist: for two args in IsStringRep", "presentation": "PositionSublist: for two args in IsStringRep", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 4}} +{"system": "GAP", "text": "PositionSublist: list,empty,pos", "presentation": "PositionSublist: list,empty,pos", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 1}}, "mmt_uri": "", "metadata": {"rank": 29}} +{"system": "GAP", "text": "PositionSublist: list,sub,pos", "presentation": "PositionSublist: list,sub,pos", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 22}} +{"system": "GAP", "text": "PositionSublist: list, sub", "presentation": "PositionSublist: list, sub", "source_reference": {"file": "list.gd", "line": 1046, "line_end": null, "column": null, "column_end": null, "custom": {"name": "PositionSublist", "id": 2}}, "mmt_uri": "", "metadata": {"rank": 0}} +{"system": "GAP", "text": "PositionSublist", 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"id": 10}}, "mmt_uri": "", "metadata": {"rank": 58}} +{"system": "GAP", "text": "Random: for a random source and a natural alternating group: floyd's algorithm", "presentation": "Random: for a random source and a natural alternating group: floyd's algorithm", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 3}}, "mmt_uri": "", "metadata": {"rank": 77}} +{"system": "GAP", "text": "Random: for a random source and a natural symmetric group: floyd's algorithm", "presentation": "Random: for a random source and a natural symmetric group: floyd's algorithm", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 4}}, "mmt_uri": "", "metadata": {"rank": 77}} +{"system": "GAP", "text": "Random: for a random source and an fp group", "presentation": "Random: for a random source and an fp group", "source_reference": 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{"rank": 20}} +{"system": "GAP", "text": "Random: for a real random source and a list", "presentation": "Random: for a real random source and a list", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 32}}, "mmt_uri": "", "metadata": {"rank": 5}} +{"system": "GAP", "text": "Random: for a real random source and two integers", "presentation": "Random: for a real random source and two integers", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 0}}, "mmt_uri": "", "metadata": {"rank": 39}} +{"system": "GAP", "text": "Random: for a RightCoset", "presentation": "Random: for a RightCoset", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 29}}, "mmt_uri": "", "metadata": {"rank": 16}} +{"system": "GAP", "text": "Random: for dense hash tables", "presentation": "Random: for dense hash tables", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 5}}, "mmt_uri": "", "metadata": {"rank": 107}} +{"system": "GAP", "text": "Random: for for an external orbit: via acting domain", "presentation": "Random: for for an external orbit: via acting domain", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 32}}, "mmt_uri": "", "metadata": {"rank": 10}} +{"system": "GAP", "text": "Random: for full hom space of linear mappings", "presentation": "Random: for full hom space of linear mappings", "source_reference": {"file": "coll.gd", "line": 1658, "line_end": null, "column": null, "column_end": null, "custom": {"name": "Random", "id": 24}}, "mmt_uri": "", "metadata": {"rank": 36}} +{"system": "GAP", "text": "Random: for full ring 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