We give criteria for a graph of groups to have finite stature with respect to its collection of vertex groups, in the sense of Huang-Wise. We apply it to the triangle Artin groups that were previously shown to split as a graph of groups. This allows us to deduce residual finiteness, and expands the list of Artin groups known to be residually finite.Comment: 23 pages, 16 figures. Comments are welcome
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A notion of graph-wreath product is introduced. We obtain sufficient conditions for these products t...
International audienceConsider a group G and a family $\mathcal{A}$ of subgroups of G. We say that v...
We give criteria for a graph of groups to have finite stature with respect to its collection of vert...
AbstractWe classify the residual finiteness of infinite amalgamated free products of infinite cyclic...
International audienceLet $A$ be an Artin group. A partition $\mathcal{P}$ of the set of standard ge...
Answering a question due to Min, we prove that a finite graph of roses admits a regluing such that t...
A classical result of Schreier states that nontrivial finitely generated normal subgroups of free gr...
The paper is concerned with Kropholler's conjecture on splitting a finitely generated group over a c...
We provide an example of a non-finitely generated group which admits a nonempty strongly aperiodic S...
We prove a quantitative refinement of the statement that groups of polynomial growth are finitely pr...
A tubular group G is a finite graph of groups with ℤ2 vertex groups and ℤ edge groups....
This work is about classical, group-theoretic finiteness properties of a generalisation of Bestvina-...
Artin groups, also called Artin-Tits groups, have been widely studied since their introduction by Ti...
We study product set growth in groups with acylindrical actions on quasi-trees and hyperbolic spaces...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A notion of graph-wreath product is introduced. We obtain sufficient conditions for these products t...
International audienceConsider a group G and a family $\mathcal{A}$ of subgroups of G. We say that v...
We give criteria for a graph of groups to have finite stature with respect to its collection of vert...
AbstractWe classify the residual finiteness of infinite amalgamated free products of infinite cyclic...
International audienceLet $A$ be an Artin group. A partition $\mathcal{P}$ of the set of standard ge...
Answering a question due to Min, we prove that a finite graph of roses admits a regluing such that t...
A classical result of Schreier states that nontrivial finitely generated normal subgroups of free gr...
The paper is concerned with Kropholler's conjecture on splitting a finitely generated group over a c...
We provide an example of a non-finitely generated group which admits a nonempty strongly aperiodic S...
We prove a quantitative refinement of the statement that groups of polynomial growth are finitely pr...
A tubular group G is a finite graph of groups with ℤ2 vertex groups and ℤ edge groups....
This work is about classical, group-theoretic finiteness properties of a generalisation of Bestvina-...
Artin groups, also called Artin-Tits groups, have been widely studied since their introduction by Ti...
We study product set growth in groups with acylindrical actions on quasi-trees and hyperbolic spaces...
We show that two-dimensional Artin groups satisfy a strengthening of the Tits alternative: their sub...
A notion of graph-wreath product is introduced. We obtain sufficient conditions for these products t...
International audienceConsider a group G and a family $\mathcal{A}$ of subgroups of G. We say that v...