Fix order of arguments in Free{Burnside,Nilpotent,Engel}. New release

PackageInfo.g

@@ -9,8 +9,8 @@ SetPackageInfo( rec(
 
 PackageName := "lpres",
 Subtitle := "Nilpotent Quotients of L-Presented Groups",
-Version := "1.0.3",
-Date    := "20/03/2022", # dd/mm/yyyy format
+Version := "1.1.0",
+Date    := "08/07/2024", # dd/mm/yyyy format
 License := "GPL-2.0-or-later",
 
 Persons := [

doc/lpresented.xml

@@ -118,7 +118,7 @@ many identities is finitely L-presented. Some of these groups are
 available from the &lpres;-package using the following operations; for
 further details we refer to the diploma thesis <Cite Key="H08"/>.
 
-<ManSection><Oper Name="FreeEngelGroup" Arg="n num"/>
+<ManSection><Oper Name="FreeEngelGroup" Arg="num n"/>
 <Description>
   returns an L-presentation for the free <A>n</A>-Engel group on
   <A>num</A> generators; that is, the free group in the variety of
@@ -135,7 +135,7 @@ further details we refer to the diploma thesis <Cite Key="H08"/>.
 </Description>
 </ManSection>
 
-<ManSection><Oper Name="FreeNilpotentGroup" Arg="c num"/>
+<ManSection><Oper Name="FreeNilpotentGroup" Arg="num c"/>
 <Description>
   returns an L-presentation for the free nilpotent group of class
   <A>c</A> on <A>num</A> generators; that is, the free group in the

gap/examples.gd

@@ -14,7 +14,7 @@ DeclareGlobalFunction( "ExamplesOfLPresentations" );
 
 ############################################################################
 ##
-#O  FreeEngelGroup ( <n>, <num> )
+#O  FreeEngelGroup ( <num>, <n> )
 ##
 ## returns an L-presentation for the free <n>-Engel Group on <num>
 ## generators.
@@ -33,7 +33,7 @@ DeclareOperation( "FreeBurnsideGroup", [ IsPosInt, IsPosInt ]);
 
 ############################################################################
 ##
-#O  FreeNilpotentGroup( <c>, <num> )
+#O  FreeNilpotentGroup( <num>, <c> )
 ##
 ## returns an L-presentation for the free nilpotent group of class <c>
 ## on <num> generators.

gap/examples.gi

@@ -263,7 +263,7 @@ InstallGlobalFunction(ExamplesOfLPresentations,
 
 ############################################################################
 ##
-#O  FreeEngelGroup ( <n>, <num> )
+#O  FreeEngelGroup ( <num>, <n> )
 ##
 ## returns an L-presentation for the Free n-th Engel Group on <num> 
 ## generators; see Section~2.4 of [Har08].
@@ -272,7 +272,7 @@ InstallMethod( FreeEngelGroup,
   "for positive integers", 
   true,
   [IsPosInt,IsPosInt], 0,
-  function( c, n )
+  function( n, c )
   local L,	# L-presented Group
         F,	# free group
 	gens,	# generators of the free group
@@ -363,7 +363,7 @@ InstallMethod( FreeBurnsideGroup,
 
 ############################################################################
 ##
-#O  FreeNilpotentGroup( <c>, <num> )
+#O  FreeNilpotentGroup( <num>, <c> )
 ##
 ## returns an L-presentation for the free nilpotent group of class <c> 
 ## on <num> generators; see Section~2.4 of [Har08].