Respected sir/ma'am, I am working on a question which requires to find the normal subgroups of high ordered finite group H which is semidirect product of Q and R where Q is elementary abelian q group, R is elementary abelian r group and q and r are primes. Also, Q is unique normal sylow q subgroup of H and R is some sylow r subgroup of H.
I was thinking of writing a GAP Program on this which would help me in understanding the structure of normal subgroups in H. As I am new to GAP Programming,so please somebody help me. Regards
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