DOIAbstract
Surface groups are determined among limit groups by their profinite completions. As a corollary, the set of surface words in a free group is closed in the profinite topology
Surface groups are determined among limit groups by their profinite completions. As a corollary, the set of surface words in a free group is closed in the profinite topology
Abstract. We quantify Peter Scott’s Theorem that surface groups are locally extended residually fini...
Let G be a word-hyperbolic group, obtained as a graph of free groups amalgamated along cyclic subgro...
Electronic version of an article published as International journal of algebra and computation, Vol....
Surface groups are determined among limit groups by their profinite completions. As a corollary, the...
We discuss the extent to which groups such as free groups are determined by their finite images
A well known question of Gromov asks whether every one-ended hyperbolic group $\Gamma$ has a surface...
Throughout this article we will consider connected orientable surfaces of negative Euler characteris...
Abstract. We prove that a Kleinian surface groups is determined, up to conjugacy in the isometry gro...
AbstractWe prove that fundamental groups of closed oriented surfaces ∑g of genus g ≥ 2 are growth ti...
Algebraically, surface fibrations correspond to extensions of surface groups via their long homotopy...
Let Γg denote the fundamental group of a closed surface of genus g ≥ 2. We show that every geometric...
The aim of this work is the °exibility of the hyperbolic surfaces. The results are about °exibility ...
Communicated by [editor] For a compact surface Σ (orientable or not, and with boundary or not) we sh...
Electronic version of an article published as International journal of algebra and computation, Vol....
We construct arithmetic Kleinian groups that are profinitely rigid in the absolute sense: each is di...
Abstract. We quantify Peter Scott’s Theorem that surface groups are locally extended residually fini...
Let G be a word-hyperbolic group, obtained as a graph of free groups amalgamated along cyclic subgro...
Electronic version of an article published as International journal of algebra and computation, Vol....
Surface groups are determined among limit groups by their profinite completions. As a corollary, the...
We discuss the extent to which groups such as free groups are determined by their finite images
A well known question of Gromov asks whether every one-ended hyperbolic group $\Gamma$ has a surface...
Throughout this article we will consider connected orientable surfaces of negative Euler characteris...
Abstract. We prove that a Kleinian surface groups is determined, up to conjugacy in the isometry gro...
AbstractWe prove that fundamental groups of closed oriented surfaces ∑g of genus g ≥ 2 are growth ti...
Algebraically, surface fibrations correspond to extensions of surface groups via their long homotopy...
Let Γg denote the fundamental group of a closed surface of genus g ≥ 2. We show that every geometric...
The aim of this work is the °exibility of the hyperbolic surfaces. The results are about °exibility ...
Communicated by [editor] For a compact surface Σ (orientable or not, and with boundary or not) we sh...
Electronic version of an article published as International journal of algebra and computation, Vol....
We construct arithmetic Kleinian groups that are profinitely rigid in the absolute sense: each is di...
Abstract. We quantify Peter Scott’s Theorem that surface groups are locally extended residually fini...
Let G be a word-hyperbolic group, obtained as a graph of free groups amalgamated along cyclic subgro...
Electronic version of an article published as International journal of algebra and computation, Vol....
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