The purpose of this paper is to prove the existence of a symplectic realization for a large classe of regular Poisson manifolds with riemannian two dimensional characteristic foliation. To do so, we will show that the homotopy groupoid of a riemannian foliation is locally trivial
The local invariants of a meromorphic quadratic differential on a compact Riemann surface are the or...
We propose a definition of a riemannian groupoid, and we show that the Stefan foliation that it indu...
Let $k$ be a non-archimedean complete valued field and let X be a smooth Berkovich analytic $k$-curv...
The purpose of this note is to give an example of a singular Poisson structure on R2 which admits a ...
On étudie dans cette thèse certaines propriétés d exemples classiques d algèbres de Poisson, et de l...
International audienceUsing probabilistic methods, we prove new rigidity results for groups and pseu...
We show that a Poisson structure whose linear part vanishes can be holomorphically normalized in a n...
This thesis is part of non commutative geometry and pursues the use of Connes' tangent groupoid as a...
International audienceA holomorphic foliation $\mathscr{F}$ on a compact complex manifold $M$ is sai...
Nous obtenons un résultat général de finitude pour le H1 de certains schémas en groupes linéaires su...
We define a class of Poisson manifolds that is well-behaved from the point of view of singular folia...
© 2017, Springer International Publishing. We look at Poisson geometry taking the viewpoint of singu...
9 pages, minor changesInternational audienceWe show, by an elementary and explicit construction, tha...
RésuméConsidérons l'exemple typique de variété de Cauchy-Riemann, le groupe d'Heisenberg. Sur ce gro...
A new version wich includes the higher rank bundles, and a kind of uniqueness. To appear in the Jour...
The local invariants of a meromorphic quadratic differential on a compact Riemann surface are the or...
We propose a definition of a riemannian groupoid, and we show that the Stefan foliation that it indu...
Let $k$ be a non-archimedean complete valued field and let X be a smooth Berkovich analytic $k$-curv...
The purpose of this note is to give an example of a singular Poisson structure on R2 which admits a ...
On étudie dans cette thèse certaines propriétés d exemples classiques d algèbres de Poisson, et de l...
International audienceUsing probabilistic methods, we prove new rigidity results for groups and pseu...
We show that a Poisson structure whose linear part vanishes can be holomorphically normalized in a n...
This thesis is part of non commutative geometry and pursues the use of Connes' tangent groupoid as a...
International audienceA holomorphic foliation $\mathscr{F}$ on a compact complex manifold $M$ is sai...
Nous obtenons un résultat général de finitude pour le H1 de certains schémas en groupes linéaires su...
We define a class of Poisson manifolds that is well-behaved from the point of view of singular folia...
© 2017, Springer International Publishing. We look at Poisson geometry taking the viewpoint of singu...
9 pages, minor changesInternational audienceWe show, by an elementary and explicit construction, tha...
RésuméConsidérons l'exemple typique de variété de Cauchy-Riemann, le groupe d'Heisenberg. Sur ce gro...
A new version wich includes the higher rank bundles, and a kind of uniqueness. To appear in the Jour...
The local invariants of a meromorphic quadratic differential on a compact Riemann surface are the or...
We propose a definition of a riemannian groupoid, and we show that the Stefan foliation that it indu...
Let $k$ be a non-archimedean complete valued field and let X be a smooth Berkovich analytic $k$-curv...