Linting

PackageInfo.g

@@ -1,7 +1,7 @@
 #############################################################################
 ##
 ##  PackageInfo.g                  Smallsemi - a GAP library of semigroups
-##  Copyright (C) 2008-2015            Andreas Distler & James D. Mitchell
+##  Copyright (C) 2008-2024            Andreas Distler & James D. Mitchell
 ##
 ##  Licensing information can be found in the README file of this package.
 ##

gap/3nil.gd

@@ -8,36 +8,32 @@
 #############################################################################
 ##
 
-###########################################################################
-##
-##  <#GAPDoc Label="Nr3NilpotentSemigroups">
-##  <ManSection>
-##  <Func Name="Nr3NilpotentSemigroups" Arg="n[, type]"/>
-##  <Description>
-##  returns the number of 3-nilpotent semigroups on a set with <A>n</A>
-##  elements. If the optional argument <A>type</A> is given it must be one
-##  of <C>"UpToEquivalence", "UpToIsomorphism", "SelfDual", "Commutative",
-##  "Labelled", "Labelled-Commutative"</C>.
-##  The number will be returned for the respective type of semigroup.
-##  By default <A>type</A> is <C>"UpToEquivalence"</C>.
-##  <P/>
-##  The function implements the formulae calculating the number of
-##  3-nilpotent semigroups developed in <Cite Key="Dis10"/>
-##  <Example><![CDATA[
-##  gap> Nr3NilpotentSemigroups( 4 );
-##  8
-##  gap> Nr3NilpotentSemigroups( 9, "UpToIsomorphism" );
-##  105931872028455
-##  gap> Nr3NilpotentSemigroups( 9, "Labelled" );
-##  38430603831264883632
-##  gap> Nr3NilpotentSemigroups( 16, "SelfDual" );
-##  4975000837941847814744710290469890455985530
-##  gap> Nr3NilpotentSemigroups( 19, "Commutative" );
-##  12094270656160403920767935604624748908993169949317454767617795
-##  ]]></Example> <!-- enums.tst -->
-##  </Description>
-##  </ManSection>
-##  <#/GAPDoc>
-##
-
+# <#GAPDoc Label="Nr3NilpotentSemigroups">
+# <ManSection>
+# <Func Name="Nr3NilpotentSemigroups" Arg="n[, type]"/>
+# <Description>
+# returns the number of 3-nilpotent semigroups on a set with <A>n</A>
+# elements. If the optional argument <A>type</A> is given it must be one
+# of <C>"UpToEquivalence", "UpToIsomorphism", "SelfDual", "Commutative",
+# "Labelled", "Labelled-Commutative"</C>.
+# The number will be returned for the respective type of semigroup.
+# By default <A>type</A> is <C>"UpToEquivalence"</C>.
+# <P/>
+# The function implements the formulae calculating the number of
+# 3-nilpotent semigroups developed in <Cite Key="Dis10"/>
+# <Example><![CDATA[
+# gap> Nr3NilpotentSemigroups( 4 );
+# 8
+# gap> Nr3NilpotentSemigroups( 9, "UpToIsomorphism" );
+# 105931872028455
+# gap> Nr3NilpotentSemigroups( 9, "Labelled" );
+# 38430603831264883632
+# gap> Nr3NilpotentSemigroups( 16, "SelfDual" );
+# 4975000837941847814744710290469890455985530
+# gap> Nr3NilpotentSemigroups( 19, "Commutative" );
+# 12094270656160403920767935604624748908993169949317454767617795
+# ]]></Example> <!-- enums.tst -->
+# </Description>
+# </ManSection>
+# <#/GAPDoc>
 DeclareGlobalFunction("Nr3NilpotentSemigroups");