International audienceWe introduce and study a family of countable groups constructed from Eu-clidean buildings by \removing" suitably chosen subsets of chamber
The recent work of J. Tits [4] on local characterizations of building introduces the important new c...
We study lattices acting on $\textrm{CAT}(0)$ spaces via their commensurated subgroups. To do this w...
AbstractLet G be a locally compact Kac–Moody group associated to a symmetrizable rank 3 Kac–Moody al...
International audienceWe introduce and study a family of countable groups constructed from Eu-clidea...
We introduce a family of countable groups constructed out of Euclidean buildings by “removing ” suit...
In the mid to late twentieth century, Jacques Tits’ work in the area of Lie groups and Lie algebras ...
International audienceWe prove the Haagerup property for an infinite discrete group constructed usin...
Spherical and euclidean buildings have been classified by Tits and Weiss and are what is sometimes c...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
The object of this thesis is to study the geometry of right-angled buildings. These spaces, defined ...
This MPhil thesis explores groups acting on CAT(0)-cube complexes X- in particular, non-uniform latt...
Let X be a building of arbitrary type. A compactification $C_r(X)$ of the set Res(X) of spherical re...
The object of this thesis is the study, from different point of views, of automorphism groups of bui...
This work aims at generalizing Bruhat-Tits theory to Kac-Moody groups over local fields. We thus try...
Le but de ce travail est d’étendre la théorie de Bruhat-Tits au cas des groupes de Kac-Moody sur des...
The recent work of J. Tits [4] on local characterizations of building introduces the important new c...
We study lattices acting on $\textrm{CAT}(0)$ spaces via their commensurated subgroups. To do this w...
AbstractLet G be a locally compact Kac–Moody group associated to a symmetrizable rank 3 Kac–Moody al...
International audienceWe introduce and study a family of countable groups constructed from Eu-clidea...
We introduce a family of countable groups constructed out of Euclidean buildings by “removing ” suit...
In the mid to late twentieth century, Jacques Tits’ work in the area of Lie groups and Lie algebras ...
International audienceWe prove the Haagerup property for an infinite discrete group constructed usin...
Spherical and euclidean buildings have been classified by Tits and Weiss and are what is sometimes c...
We show that a 3-spherical building in which each rank 2 residue is connected far away from a chambe...
The object of this thesis is to study the geometry of right-angled buildings. These spaces, defined ...
This MPhil thesis explores groups acting on CAT(0)-cube complexes X- in particular, non-uniform latt...
Let X be a building of arbitrary type. A compactification $C_r(X)$ of the set Res(X) of spherical re...
The object of this thesis is the study, from different point of views, of automorphism groups of bui...
This work aims at generalizing Bruhat-Tits theory to Kac-Moody groups over local fields. We thus try...
Le but de ce travail est d’étendre la théorie de Bruhat-Tits au cas des groupes de Kac-Moody sur des...
The recent work of J. Tits [4] on local characterizations of building introduces the important new c...
We study lattices acting on $\textrm{CAT}(0)$ spaces via their commensurated subgroups. To do this w...
AbstractLet G be a locally compact Kac–Moody group associated to a symmetrizable rank 3 Kac–Moody al...
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