Add to ORKGAbstract. Let Γ be a finitely generated group which is hyperbolic relative to a finite family {H1,...,Hn} of subgroups. We prove that Γ is uniformly embeddable in a Hilbert space if and only if each subgroup Hi is uniformly embeddable in a Hilbert space. 1
International audienceIn this article we produce an example of a non-residually finite group which a...
International audienceIn this article we produce an example of a non-residually finite group which a...
We study relations between maps between relatively hyperbolic groups/spaces and quasisymmetric embed...
Abstract. Uniform embeddability (in a Hilbert space), introduced by Gromov, is a geo-metric property...
AbstractIf one tries to embed a metric space uniformly in Hilbert space, how close to quasi-isometri...
Abstract. Uniform embeddability (in a Hilbert space), introduced by Gro-mov, is a geometric property...
Abstract. Let A and B be countable discrete groups and let = A B be their free product. We show t...
Abstract. Let A and B be countable discrete groups and let = A B be their free product. We show t...
AbstractLet A and B be countable discrete groups and let Γ=A∗B be their free product. We show that i...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression \alpha fr...
Let A and B be countable discrete groups and let G A B be their free product. We show that if both...
A crystallographic group is a group that acts faithfully, isometricallyand properly discontinuously ...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression α ∈ [0, 1...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression \alpha fr...
ABSTRACT. We characterize groups with Guoliang Yu’s property A (i.e., exact groups) by the existence...
International audienceIn this article we produce an example of a non-residually finite group which a...
International audienceIn this article we produce an example of a non-residually finite group which a...
We study relations between maps between relatively hyperbolic groups/spaces and quasisymmetric embed...
Abstract. Uniform embeddability (in a Hilbert space), introduced by Gromov, is a geo-metric property...
AbstractIf one tries to embed a metric space uniformly in Hilbert space, how close to quasi-isometri...
Abstract. Uniform embeddability (in a Hilbert space), introduced by Gro-mov, is a geometric property...
Abstract. Let A and B be countable discrete groups and let = A B be their free product. We show t...
Abstract. Let A and B be countable discrete groups and let = A B be their free product. We show t...
AbstractLet A and B be countable discrete groups and let Γ=A∗B be their free product. We show that i...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression \alpha fr...
Let A and B be countable discrete groups and let G A B be their free product. We show that if both...
A crystallographic group is a group that acts faithfully, isometricallyand properly discontinuously ...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression α ∈ [0, 1...
We construct finitely generated groups with arbitrary prescribed Hilbert space compression \alpha fr...
ABSTRACT. We characterize groups with Guoliang Yu’s property A (i.e., exact groups) by the existence...
International audienceIn this article we produce an example of a non-residually finite group which a...
International audienceIn this article we produce an example of a non-residually finite group which a...
We study relations between maps between relatively hyperbolic groups/spaces and quasisymmetric embed...