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)
Let kn, be positive integers and kttt,,, 10 … be non-zero integers. We denote by)(nWk the class of...
Abstract. A group is called extended residually finite (ERF) if every subgroup is closed in the prof...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
Let G be a residually finite group. If G admits an automorphism of prime order p with finite Reideme...
AbstractLet G be a residually finite group. If G admits an automorphism of prime order p with finite...
AbstractWe show that certain properties of groups of automorphisms can be read off from the actions ...
The generalization of one classical Seksenbaev theorem for polycyclic groups is obtained. Seksenbaev...
si studiano gli automorfismi dei gruppi residualmente finiti mediante l'analisi della loro azione s...
Several finite groups admitting automorphisms of prime order which are almost regular in the sense o...
AbstractA well-known result due to Thompson states that if a finite group G has a fixed-point-free a...
The notion of conjugacy in a group can be generalised to twisted conjugacy. For any endomorphism &ph...
AbstractWe introduce the notion of quantifying the extent to which a finitely generated group is res...
R. Baer and Wielandt in 1934 and 1958, respectively, considered the intersection of the normalizers ...
AbstractIt is shown that a countable locally nilpotent group G that is also soluble has a residually...
AbstractThe main result established here is that if G is a locally finite group that has all subgrou...
Let kn, be positive integers and kttt,,, 10 … be non-zero integers. We denote by)(nWk the class of...
Abstract. A group is called extended residually finite (ERF) if every subgroup is closed in the prof...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
Let G be a residually finite group. If G admits an automorphism of prime order p with finite Reideme...
AbstractLet G be a residually finite group. If G admits an automorphism of prime order p with finite...
AbstractWe show that certain properties of groups of automorphisms can be read off from the actions ...
The generalization of one classical Seksenbaev theorem for polycyclic groups is obtained. Seksenbaev...
si studiano gli automorfismi dei gruppi residualmente finiti mediante l'analisi della loro azione s...
Several finite groups admitting automorphisms of prime order which are almost regular in the sense o...
AbstractA well-known result due to Thompson states that if a finite group G has a fixed-point-free a...
The notion of conjugacy in a group can be generalised to twisted conjugacy. For any endomorphism &ph...
AbstractWe introduce the notion of quantifying the extent to which a finitely generated group is res...
R. Baer and Wielandt in 1934 and 1958, respectively, considered the intersection of the normalizers ...
AbstractIt is shown that a countable locally nilpotent group G that is also soluble has a residually...
AbstractThe main result established here is that if G is a locally finite group that has all subgrou...
Let kn, be positive integers and kttt,,, 10 … be non-zero integers. We denote by)(nWk the class of...
Abstract. A group is called extended residually finite (ERF) if every subgroup is closed in the prof...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
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