Pride groups, or ?groups given by presentations in which each defining relator involves at most two types of generators?, include Coxeter groups, Artin groups, triangles of groups, and Vinberg?s groups defined by periodic paired relations. We show that every non-spherical Pride group that is not a triangle of groups satisfies the Tits alternative
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
A theorem of Cantat and Urech says that an analog of the classical Tits alternative holds for the gr...
We investigate the Tits alternative for cyclically presented groups with length four positive relato...
Pride groups, or 'groups given by presentations in which each defining relator involves at most two ...
The class of groups defined by periodic paired relations, as introduced by Vinberg, includes the gen...
The class of groups defined by periodic paired relations, as introduced by Vinberg, includes the gen...
Triangles of groups have been introduced by Gersten and Stallings. They are, roughly speaking, a gen...
One says that the Tits alternative holds for a finitely generated group G if G contains either a non...
Rosenberger’s conjecture is proved for groups T(2,l,2,R) with l=6, 12, 30, 60 and some special group...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
Tits proved that if G is a finitely generated linear group then G contains either a non abelian fre...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
Pride groups are defined by means of finite (simplicial) graphs and examples include Artin groups, C...
26 pages, 2 figuresLet $G=G_1\ast\dots\ast G_k\ast F$ be a countable group which splits as a free pr...
It is proved that a generalized triangle group of type (2,15,2) contains a non-abelian free subgroup...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
A theorem of Cantat and Urech says that an analog of the classical Tits alternative holds for the gr...
We investigate the Tits alternative for cyclically presented groups with length four positive relato...
Pride groups, or 'groups given by presentations in which each defining relator involves at most two ...
The class of groups defined by periodic paired relations, as introduced by Vinberg, includes the gen...
The class of groups defined by periodic paired relations, as introduced by Vinberg, includes the gen...
Triangles of groups have been introduced by Gersten and Stallings. They are, roughly speaking, a gen...
One says that the Tits alternative holds for a finitely generated group G if G contains either a non...
Rosenberger’s conjecture is proved for groups T(2,l,2,R) with l=6, 12, 30, 60 and some special group...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
Tits proved that if G is a finitely generated linear group then G contains either a non abelian fre...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
Pride groups are defined by means of finite (simplicial) graphs and examples include Artin groups, C...
26 pages, 2 figuresLet $G=G_1\ast\dots\ast G_k\ast F$ be a countable group which splits as a free pr...
It is proved that a generalized triangle group of type (2,15,2) contains a non-abelian free subgroup...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
A theorem of Cantat and Urech says that an analog of the classical Tits alternative holds for the gr...
We investigate the Tits alternative for cyclically presented groups with length four positive relato...
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