Dear GAP Forum,
Let H be a normal subgroup of a finite group G. The action of G on H, by
conjugation,
induces an action of G on the Schur multiplier H^2(H, C*) of H.
Is there any way I can use GAP to find the number of orbits of H^2(H, C*)
under the action of G?
Thanks,
Deepak Naidu
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