Commit 553746cd authored by Michael Kohlhase's avatar Michael Kohlhase

debug

parent fb5d7e36
\begin{modsig}[creators=cdemirkiran,contributors=miko]{catalannumber}
\gimport[smglom/numthy]{binomialcoefficient}
\symdef{catalannumber}[1]{C_{#1}}
\symtest{catalannumber}{\catalannumber{n}}
\symii{Catalan}{number}
\gimport[smglom/numthy]{binomialcoefficient}
\symdef[name=Catalan-number]{catalannumber}[1]{C_{#1}}
\symtest[name=Catalan-number]{catalannumber}{\catalannumber{n}}
\end{modsig}
%%% Local Variables:
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\begin{mhmodnl}[creators=cdemirkiran,contributors=miko]{projectivegenerallineargroup}{en}
\begin{definition}[id=projectivegenerallineargroup.def]
The \defii{projective}{general linear group} is the \trefi[group]{group} \term{acting}
The \defiv{projective}{general}{linear}{group} is the \trefi[group]{group} \term{acting}
on the \trefii[projectivespace]{projective}{space}.
\end{definition}
......
......@@ -3,10 +3,9 @@
\gimport[smglom/linear-algebra]{projectivespace}
\gimport[smglom/algebra]{general-linear-group}
\symdef{projectivegenerallineargroupFN}[1]{PGL(#1)}
\symdef{projectivegenerallineargroup}[2]{PGL(#1,#2)}
\symdef[name=projective-general-linear-group]{projectivegenerallineargroupFN}[1]{PGL(#1)}
\symdef[name=projective-general-linear-group]{projectivegenerallineargroup}[2]{PGL(#1,#2)}
\symvariant{projectivegenerallineargroup}[2]{alt}{PGL_{#1}(#2)}
\symii{projective}{general linear group}
\end{modsig}
%%% Local Variables:
%%% mode: latex
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