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GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it
Project: cocalc-sagemath-dev-slelievre
Views: 418346############################################################################# ## #W ctbl.tst GAP Library Thomas Breuer ## ## #Y Copyright (C) 1998, Lehrstuhl D für Mathematik, RWTH Aachen, Germany ## ## Exclude from testinstall.g: why? ## gap> START_TEST("ctbl.tst"); # `ClassPositionsOf...' for the trivial group (which usually causes trouble) gap> g:= TrivialGroup( IsPermGroup );; gap> t:= CharacterTable( g );; gap> ClassPositionsOfAgemo( t, 2 ); [ 1 ] gap> ClassPositionsOfCentre( t ); [ 1 ] gap> ClassPositionsOfDerivedSubgroup( t ); [ 1 ] gap> ClassPositionsOfDirectProductDecompositions( t ); [ ] gap> ClassPositionsOfElementaryAbelianSeries( t ); [ [ 1 ] ] gap> ClassPositionsOfFittingSubgroup( t ); [ 1 ] gap> ClassPositionsOfLowerCentralSeries( t ); [ [ 1 ] ] gap> ClassPositionsOfMaximalNormalSubgroups( t ); [ ] gap> ClassPositionsOfNormalClosure( t, [ 1 ] ); [ 1 ] gap> ClassPositionsOfNormalSubgroups( t ); [ [ 1 ] ] gap> ClassPositionsOfUpperCentralSeries( t ); [ [ 1 ] ] gap> ClassPositionsOfSolvableResiduum( t ); [ 1 ] gap> ClassPositionsOfSupersolvableResiduum( t ); [ 1 ] gap> ClassPositionsOfCentre( TrivialCharacter( t ) ); [ 1 ] gap> ClassPositionsOfKernel( TrivialCharacter( t ) ); [ 1 ] gap> LoadPackage("ctbllib", "1", false);; # `CharacterTableDirectProduct' in all four combinations. gap> t1:= CharacterTable( "Cyclic", 2 ); CharacterTable( "C2" ) gap> t2:= CharacterTable( "Cyclic", 3 ); CharacterTable( "C3" ) gap> t1 * t1; CharacterTable( "C2xC2" ) gap> ( t1 mod 2 ) * ( t1 mod 2 ); BrauerTable( "C2xC2", 2 ) gap> ( t1 mod 2 ) * t2; BrauerTable( "C2xC3", 2 ) gap> t2 * ( t1 mod 2 ); BrauerTable( "C3xC2", 2 ) gap> STOP_TEST( "ctbl.tst", 3370000); ############################################################################# ## #E