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Questions on group theory which concern finite groups.

2 votes
0 answers
130 views

Generalization of groups with non-connected prime graph

Suppose $G$ is a non-abelian finite group and $\pi(G)=\pi_1(G)\cup \pi_2(G)$ is a disjoint union of all primes dividing $|G|$. Suppose further that for every two elements $g_1,g_2\in G\setminus Z(G)$ …
2 votes
1 answer
373 views

Groups like symmetric group

For sufficiently large n consider this question Let $G$ be a finite group with the following properties: $|G|=n!$ $H,K$ are subgroups of $G$ such that $H\cap K=1$ and $H\cong S_{3}$ and $K\cong S_{n …