AbstractWe construct infinite finitely presented simple groups that have subgroups isomorphic to Grigorchuk groups. We also prove that up to one possible exception all previously known finitely presented simple groups are torsion locally finite
We characterize the varieties in which all soluble groups are torsion-by-nilpotent as well as the va...
congruence kernel and cohomology of finite simple groups by Alexander Lubotzky∗ Let K be a non-archi...
Includes bibliographical references (p. 49).Abelian groups can be examined according to their struct...
AbstractWe construct infinite finitely presented simple groups that have subgroups isomorphic to Gri...
Abstract. In this survey we will define the Grigorchuk group and prove some of its properties. We wi...
We construct a proper class of simple locally finite groups. Namely for each infinite cardinal , we ...
A group is locally finite if every finite subset generates a finite subgroup. A group of linear tran...
These notes are devoted to lattices in products of trees and related topics. They provide an introdu...
AbstractSelf-similar groups provide a rich source of groups with interesting properties; e.g., infin...
Skipper R, Witzel S, Zaremsky MCB. Simple groups separated by finiteness properties. INVENTIONES MAT...
Answering questions 19.23 and 19.24 from the Kourovka notebook we construct polycyclic groups with a...
The material in this article corresponds roughly to the contents of six lectures given at the Intern...
22 pagesRecently, the so-called subgroup induction property attracted the attention of mathematician...
A finitely presented group is weakly geometrically simply connected (wgsc) if it is the fundamental ...
In this thesis, we study finite simple groups as well as the Classification Theorem, which classifie...
We characterize the varieties in which all soluble groups are torsion-by-nilpotent as well as the va...
congruence kernel and cohomology of finite simple groups by Alexander Lubotzky∗ Let K be a non-archi...
Includes bibliographical references (p. 49).Abelian groups can be examined according to their struct...
AbstractWe construct infinite finitely presented simple groups that have subgroups isomorphic to Gri...
Abstract. In this survey we will define the Grigorchuk group and prove some of its properties. We wi...
We construct a proper class of simple locally finite groups. Namely for each infinite cardinal , we ...
A group is locally finite if every finite subset generates a finite subgroup. A group of linear tran...
These notes are devoted to lattices in products of trees and related topics. They provide an introdu...
AbstractSelf-similar groups provide a rich source of groups with interesting properties; e.g., infin...
Skipper R, Witzel S, Zaremsky MCB. Simple groups separated by finiteness properties. INVENTIONES MAT...
Answering questions 19.23 and 19.24 from the Kourovka notebook we construct polycyclic groups with a...
The material in this article corresponds roughly to the contents of six lectures given at the Intern...
22 pagesRecently, the so-called subgroup induction property attracted the attention of mathematician...
A finitely presented group is weakly geometrically simply connected (wgsc) if it is the fundamental ...
In this thesis, we study finite simple groups as well as the Classification Theorem, which classifie...
We characterize the varieties in which all soluble groups are torsion-by-nilpotent as well as the va...
congruence kernel and cohomology of finite simple groups by Alexander Lubotzky∗ Let K be a non-archi...
Includes bibliographical references (p. 49).Abelian groups can be examined according to their struct...
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