25.31 PermGroupAgGroup

PermGroupAgGroup( G, U )

Let U be a subgroup of a ag group G. Then PermGroupAgGroup returns the permutation representation of G acting on the cosets of U.

    gap> v4 := AgSubgroup( s4, [ s4.1, s4.4 ], true );
    Subgroup( s4, [ a, d ] )
    gap> PermGroupAgGroup( s4, v4 );
    Group( (3,5)(4,6), (1,3,5)(2,4,6), (1,2)(3,4), (3,4)(5,6) ) 

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