This library is provided by the SmallGrp package.
‣ IdClassNrToIdGroup( k, i ) | ( function ) |
Returns: a pair of integers [x, y] such that SmallGroup(x, y) is isomorphic to SmallClassNrGroup(k, i).
gap> IdClassNrToIdGroup( 9, 19 ); [ 192, 1025 ] gap> IdClassNr( SmallGroup( 192, 1025 ) ); [ 9, 19 ]
This library is provided by GAP itself.
‣ IdClassNrToPerfGrp( k, i ) | ( function ) |
Returns: a pair of integers [x, y] such that PerfectGroup(x, y) is isomorphic to SmallClassNrGroup(k, i).
gap> IdClassNrToPerfGrp( 10, 36 ); [ 14520, 1 ] gap> IdClassNr( PerfectGroup( 14520, 1 ) ); [ 10, 36 ]
This library is provided by the PrimGrp package.
‣ IdClassNrToPrimGrp( k, i ) | ( function ) |
Returns: a pair of integers [x, y] such that PrimitiveGroup(x, y) is isomorphic to SmallClassNrGroup(k, i).
gap> IdClassNrToPrimGrp( 9, 25 ); [ 49, 25 ] gap> IdClassNr( PrimitiveGroup( 49, 25 ) ); [ 9, 25 ]
This library is provided by the TransGrp package.
‣ IdClassNrToTransGrp( k, i ) | ( function ) |
Returns: a pair of integers [x, y] such that TransitiveGroup(x, y) is isomorphic to SmallClassNrGroup(k, i).
gap> IdClassNrToTransGrp( 12, 46 ); [ 45, 314 ] gap> IdClassNr( TransitiveGroup( 45, 314 ) ); [ 12, 46 ]
This library is provided by the AtlasRep package.
‣ IdClassNrToAtlasName( k, i ) | ( function ) |
Returns: a string name such that AtlasGroup(name) is isomorphic to SmallClassNrGroup(k, i).
gap> IdClassNrToAtlasName( 11, 34 ); "L2(17)" gap> IdClassNr( AtlasGroup( "L2(17)" ) ); [ 11, 34 ]
generated by GAPDoc2HTML