This article is cited in 15 papers

Inert subgroups in infinite simple groups

V. V. Belyaev


Abstract: A subgroup $H$ is called inert in a group $G$, if $H\cap H^g$ has finite index in $H$ for every $g\in G$. We study the properties of intert subgroups in infinite simple groups.

UDC: 512.544

Received: 09.11.1991
Revised: 03.03.1993

 English version: Siberian Mathematical Journal, 1993, 34:4, 606–611

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