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On local finiteness of periodic residually finite groups

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2002-10-01
Kuzucouoglu, M
Shumyatsky, P
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Let G be a periodic residually finite group containing a nilpotent subgroup A such that C-G (A) is finite. We show that if [A, A(g)] is finite for any g is an element of G, then G is locally finite.
Automorphisms, Centralizers, Periodic groups
https://hdl.handle.net/11511/65296

Department of Mathematics, Article
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