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Questions on group theory which concern finite groups.

9 votes

Regular orbits for automorphisms of finite simple groups

As pointed out by Michael Giudici the answer is given by a result of Horoševskiĭ. Here is a proof following the paper by Horoševskiĭ. Lemma: Let $\phi$ be an automorphism of $G$ with $|\phi|$ divisib …
testaccount's user avatar
13 votes
1 answer
408 views

Number of finite groups: is $\operatorname{gnu}(4n) \geq 2 \operatorname{gnu}(n)$?

Let $\operatorname{gnu}(n)$ be the number of finite groups of order $n$. Question: Is it true that $\operatorname{gnu}(4n) \geq 2 \operatorname{gnu}(n)$ for all $n \geq 1$? Surely this must be true, …
testaccount's user avatar
5 votes
1 answer
289 views

Extension of base field for modules of groups and cohomology [duplicate]

Let $G$ be a group and let $K/k$ be a field extension. Suppose that $V$ is a $kG$-module, and let $V_K = K \otimes_k V$ be the $KG$-module given by changing the base field. Is it true that $H^n(G,V_K) …
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