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Bob
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The center of Sylow subgroups
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The center of Sylow subgroups
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The center of Sylow subgroups
Yes.In the third paragraph, $H$ is a subgroup of $P$ with |$H$|=$p$.
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The intersection of product of Sylow subgroups
I mean,under the conditions that $G$ is solvable, $\pi(G)= \{2,m,n\}$, $O_{2}(G)=1$.Can we figure out $O_{2}(\bar{G})$ by comparing the orders?
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The intersection of product of Sylow subgroups
So we can not determine the $O_{2}(\bar{G})$?
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