Dear Forum Hello Let G be a finite group and H a normal subgroup of it. Also Assume that G/H is a quotient and A is full automorphism group of G. I want calculate the image of a in A on G/H by GAP. For more details: if G/H={H, g1H, g2H, . . . , gnH} I want calculate {H, (g1)^aH, (g2)^aH, . . . , (gn)^aH}
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