A group is called extended residually finite (ERF) if every subgroup is closed in the profinite topology. The ERF-property is studied for nilpotent groups, soluble groups, locally finite groups and FC-groups. A complete characterization is given of FC-groups which are ER
AbstractThe main result established here is that if G is a locally finite group that has all subgrou...
AbstractWe show that every virtually torsion-free subgroup of the outer automorphism group of a conj...
We prove that if every hyperbolic group is residually finite, then every quasi-convex subgroup of ev...
A group is called extended residually finite (ERF) if every subgroup is closed in the profinite topo...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
Abstract. A group is called extended residually finite (ERF) if every subgroup is closed in the prof...
We extend to FC *, the class of generalized FC-groups introduced in [F. de Giovanni, A. Russo, G. Vi...
We extend to FC, the class of generalized FC-groups introduced in [F. de Giovanni, A. Russo, G. Vinc...
AbstractIt is shown that a countable locally nilpotent group G that is also soluble has a residually...
We establish conditions under which the fundamental group of a graph of finite $p$-groups is necessa...
A subgroup H of a residually finite-p group G is almost p-closed in G if H has finite p'-index in H*...
AbstractA residually finite (profinite) group G is just infinite if every non-trivial (closed) norma...
A group G is residually finite (RF) if for every nontrivial element g in G, there exists a finite in...
We show that Out(G) is residually finite if G is one-ended and hyperbolic relative to virtually poly...
AbstractWe introduce the notion of quantifying the extent to which a finitely generated group is res...
AbstractThe main result established here is that if G is a locally finite group that has all subgrou...
AbstractWe show that every virtually torsion-free subgroup of the outer automorphism group of a conj...
We prove that if every hyperbolic group is residually finite, then every quasi-convex subgroup of ev...
A group is called extended residually finite (ERF) if every subgroup is closed in the profinite topo...
AbstractA group is called extended residually finite (ERF) if every subgroup is closed in the profin...
Abstract. A group is called extended residually finite (ERF) if every subgroup is closed in the prof...
We extend to FC *, the class of generalized FC-groups introduced in [F. de Giovanni, A. Russo, G. Vi...
We extend to FC, the class of generalized FC-groups introduced in [F. de Giovanni, A. Russo, G. Vinc...
AbstractIt is shown that a countable locally nilpotent group G that is also soluble has a residually...
We establish conditions under which the fundamental group of a graph of finite $p$-groups is necessa...
A subgroup H of a residually finite-p group G is almost p-closed in G if H has finite p'-index in H*...
AbstractA residually finite (profinite) group G is just infinite if every non-trivial (closed) norma...
A group G is residually finite (RF) if for every nontrivial element g in G, there exists a finite in...
We show that Out(G) is residually finite if G is one-ended and hyperbolic relative to virtually poly...
AbstractWe introduce the notion of quantifying the extent to which a finitely generated group is res...
AbstractThe main result established here is that if G is a locally finite group that has all subgrou...
AbstractWe show that every virtually torsion-free subgroup of the outer automorphism group of a conj...
We prove that if every hyperbolic group is residually finite, then every quasi-convex subgroup of ev...
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