Add to ORKGAbstract. In this note we give the quasi-isometry classification for a class of right angled Artin groups. In particular, we obtain the first such classification for a class of Artin groups with dimension larger than 2; our families exist in every dimension. 1
We describe the structure of quasiflats in two-dimensio\-nal Artin groups. We rely on the notion of ...
Abstract. Recently, right-angled Artin groups have attracted much attention in geomet-ric group theo...
We study the outer automorphism group of a right‐angled Artin group AΓ with finite defining graph ...
Abstract. In this note we give the quasi-isometry classification for a class of right angled Artin g...
Abstract. Let G and G ′ be two right-angled Artin groups (RAAG). We show they are quasi-isometric if...
We construct quasi-isometric embeddings from right-angled Artin groups into the outer automorphism g...
Abstract. We investigate the quasi-isometry classification of the right-angled Coxeter groups WΓ whi...
We describe sufficient conditions which guarantee that a finite set of mapping classes generate a ri...
We show that the fundamental groups of any two closed irreducible nongeometric graph manifolds are q...
We use basic tools of descriptive set theory to prove that a closed set S of marked groups has 2ℵ0 q...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
Abstract. We study the algebraic structure of the outer automorphism group of a gen-eral right-angle...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
We describe the structure of quasiflats in two-dimensio\-nal Artin groups. We rely on the notion of ...
Abstract. Recently, right-angled Artin groups have attracted much attention in geomet-ric group theo...
We study the outer automorphism group of a right‐angled Artin group AΓ with finite defining graph ...
Abstract. In this note we give the quasi-isometry classification for a class of right angled Artin g...
Abstract. Let G and G ′ be two right-angled Artin groups (RAAG). We show they are quasi-isometric if...
We construct quasi-isometric embeddings from right-angled Artin groups into the outer automorphism g...
Abstract. We investigate the quasi-isometry classification of the right-angled Coxeter groups WΓ whi...
We describe sufficient conditions which guarantee that a finite set of mapping classes generate a ri...
We show that the fundamental groups of any two closed irreducible nongeometric graph manifolds are q...
We use basic tools of descriptive set theory to prove that a closed set S of marked groups has 2ℵ0 q...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
Abstract. We study the algebraic structure of the outer automorphism group of a gen-eral right-angle...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
International audienceWe show that a large class of right-angled Artin groups (in particular, those ...
We describe the structure of quasiflats in two-dimensio\-nal Artin groups. We rely on the notion of ...
Abstract. Recently, right-angled Artin groups have attracted much attention in geomet-ric group theo...
We study the outer automorphism group of a right‐angled Artin group AΓ with finite defining graph ...