A note on groups with restrictions on centralizers of in nite index
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资源简介：
A group $G$ is said to be an {\it $AFC$-group} if for each element $x$ of $G$, either $x$ has finitely many conjugates or the factor group $C_G(x)/\cyc x$ is finite. In this survey article some results concerning $AFC$-groups and minimal-non-$AFC$ groups are collected
创建时间：
2018-06-04
