Deat GAP Forum,
 
For a p-group $G$. The attibute "Omega(G,p)"(37.14) can be used when
$G$ is abelian.
Let $G$ be  a finite non-abelian p-group.
Is there a method to get the subgroup that is generated by all elements of
$G$ of order p?
 
Best Wishes
Jianjun Liu
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