Let G be a residually finite group. If G admits an automorphism of prime order p with finite Reidemeister order, then G is virtually nilpotent (of class bounded by a function of p).
Automorphisms with finite Reidemeister number in residually finite groups.
JABARA, Enrico
2008-01-01
Abstract
Let G be a residually finite group. If G admits an automorphism of prime order p with finite Reidemeister order, then G is virtually nilpotent (of class bounded by a function of p).
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