Good day, I am trying to do a semidirect product of groups in GAP without any luck. I will appreciate if some body can show me a way to do it.
The product is between the groups: G := CyclicGroup(4); N := FreeAbelianGroup(6); Via the homomorphism: hom := GroupHomomorphismByImages(N, N, [N.1, N.2,N.3,N.4,N.5,N.6], [N.1^-1, N.2^-1,N.4^-1,N.3,N.6^-1,N.5]); Thank you so much! _______________________________________________ Forum mailing list Forum@mail.gap-system.org http://mail.gap-system.org/mailman/listinfo/forum
