Add to ORKGIt is proved that a generalized triangle group of type (2,15,2) contains a non-abelian free subgroup. Hence such a group satisfies the Tits alternative and Rosenberger's conjecture is true for it
The class of groups defined by periodic paired relations, as introduced by Vinberg, includes the gen...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A generalized triangle group is a group that can be presented in the form Gamma = [x, y\x(l) = y(m) ...
Tits proved that if G is a finitely generated linear group then G contains either a non abelian fre...
One says that the Tits alternative holds for a finitely generated group G if G contains either a non...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
Rosenberger’s conjecture is proved for groups T(2,l,2,R) with l=6, 12, 30, 60 and some special group...
A conjecture of Roseberger asserts that every generalised triangle group either is virtually soluble...
It is proved that a generalized triangle group of type (2,15,2) contains a non-abelian free subgroup...
Triangles of groups have been introduced by Gersten and Stallings. They are, roughly speaking, a gen...
Pride groups, or ?groups given by presentations in which each defining relator involves at most two ...
We introduce the concept of a generic Euclidean triangle $ au$ and study the group $G_ au$ generated...
We show that for every integer $d$, there is a constant $N(d)$ such that if $K$ is any field and $F$...
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...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A generalized triangle group is a group that can be presented in the form Gamma = [x, y\x(l) = y(m) ...
Tits proved that if G is a finitely generated linear group then G contains either a non abelian fre...
One says that the Tits alternative holds for a finitely generated group G if G contains either a non...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
A generalized triangle group is a group that can be presented in the form G = where p, q, r >= 2 an...
Rosenberger’s conjecture is proved for groups T(2,l,2,R) with l=6, 12, 30, 60 and some special group...
A conjecture of Roseberger asserts that every generalised triangle group either is virtually soluble...
It is proved that a generalized triangle group of type (2,15,2) contains a non-abelian free subgroup...
Triangles of groups have been introduced by Gersten and Stallings. They are, roughly speaking, a gen...
Pride groups, or ?groups given by presentations in which each defining relator involves at most two ...
We introduce the concept of a generic Euclidean triangle $ au$ and study the group $G_ au$ generated...
We show that for every integer $d$, there is a constant $N(d)$ such that if $K$ is any field and $F$...
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...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A generalized triangle group is a group that can be presented in the form Gamma = [x, y\x(l) = y(m) ...