AbstractThe space of smooth foliated mappings is modeled on the space of foliated 1-forms to introduce a manifold structure. This enables to generalize a so-called Weinstein's chart to the automorphism group of a regular Poisson manifold. The existence of the “Poisson” flux homomorphism leads to a characterization of Hamiltonian diffeomorphism
We prove that for regular Poisson manifolds, the zeroth homology group is isomorphic to the top foli...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
70 pagesThis text presents some basic notions in symplectic geometry, Poisson geometry, Hamiltonian ...
AbstractThe space of smooth foliated mappings is modeled on the space of foliated 1-forms to introdu...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
We prove that for regular Poisson manifolds, the zeroth homology group is isomorphic to the top foli...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
Every action on a Poisson manifold by Poisson diffeomorphisms lifts to a Hamiltonian action on its s...
AbstractThis paper is a survey of Poisson geometry, with an emphasis on global questions and the the...
© 2017, Springer International Publishing. We look at Poisson geometry taking the viewpoint of singu...
AbstractLet (M,F) be a foliated manifold. We prove that there is a canonical isomorphism between the...
We introduce a natural non-degeneracy condition for Poisson structures, called holonomicity, which i...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
We prove that for regular Poisson manifolds, the zeroth homology group is isomorphic to the top foli...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
70 pagesThis text presents some basic notions in symplectic geometry, Poisson geometry, Hamiltonian ...
AbstractThe space of smooth foliated mappings is modeled on the space of foliated 1-forms to introdu...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
We prove that for regular Poisson manifolds, the zeroth homology group is isomorphic to the top foli...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
summary:Author's abstract: ``We introduce the concept of the flux homomorphism for regular Poisson m...
Every action on a Poisson manifold by Poisson diffeomorphisms lifts to a Hamiltonian action on its s...
AbstractThis paper is a survey of Poisson geometry, with an emphasis on global questions and the the...
© 2017, Springer International Publishing. We look at Poisson geometry taking the viewpoint of singu...
AbstractLet (M,F) be a foliated manifold. We prove that there is a canonical isomorphism between the...
We introduce a natural non-degeneracy condition for Poisson structures, called holonomicity, which i...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
We prove that for regular Poisson manifolds, the zeroth homology group is isomorphic to the top foli...
International audienceWe prove that for regular Poisson manifolds, the zeroth homology group is isom...
70 pagesThis text presents some basic notions in symplectic geometry, Poisson geometry, Hamiltonian ...
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