Dear GAP Forum,
I am trying to find an example of a finite group G with a subnormal nilpotent
subgroup H such that the normal closure of H in G is not nilpotent. I am not
sure if such an example exists. I used GAP to see that no such example
exists for |G| < 190. I run into memory problems with the computer for
larger groups. Any suggestions please?
Thanks,
DL
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