International audienceWe classify compact manifolds of dimension three equipped with a path structure and a fixed contact form (which we refer to as a strict path structure) under the hypothesis that their automorphism group is non-compact. We use a Cartan connection associated to the structure and show that its curvature is constant
Let M be a compact manifold of dimension three with a contact structure [ω]. The Lie algebra A([ω]) ...
AbstractTo certain types of generic distributions (subbundles in a tangent bundle) one can associate...
SupposeG to be the groupofRrational points on aZariskiconnected, reductive, algebraic groupdefined o...
In this (unpublished) improved version, we withdraw the hypothesis of a dense orbit of the automorph...
International audienceWe classify compact manifolds of dimension three equipped with a path structur...
AbstractTo certain types of generic distributions (subbundles in a tangent bundle) one can associate...
We give a geometric assumption on a meromorphic affine connection for its Killing vector fields to b...
The goal of this thesis is to obtain results of classification of complex compact manifolds equipped...
We define the notion of connection and curvature of the connection. In the absence of a metric, we c...
12 pagesWe present a sketch of the proof of the following theorems: (1) Every 3-manifold has only fi...
12 pagesWe present a sketch of the proof of the following theorems: (1) Every 3-manifold has only fi...
We show that the canonical contact structure on the link of a normal complex singularity is universa...
We show that the canonical contact structure on the link of a normal complex singularity is universa...
In this thesis, we study contact structures on any open 3-manifold V which is the interior of a comp...
In this thesis, we study contact structures on any open 3-manifold V which is the interior of a comp...
Let M be a compact manifold of dimension three with a contact structure [ω]. The Lie algebra A([ω]) ...
AbstractTo certain types of generic distributions (subbundles in a tangent bundle) one can associate...
SupposeG to be the groupofRrational points on aZariskiconnected, reductive, algebraic groupdefined o...
In this (unpublished) improved version, we withdraw the hypothesis of a dense orbit of the automorph...
International audienceWe classify compact manifolds of dimension three equipped with a path structur...
AbstractTo certain types of generic distributions (subbundles in a tangent bundle) one can associate...
We give a geometric assumption on a meromorphic affine connection for its Killing vector fields to b...
The goal of this thesis is to obtain results of classification of complex compact manifolds equipped...
We define the notion of connection and curvature of the connection. In the absence of a metric, we c...
12 pagesWe present a sketch of the proof of the following theorems: (1) Every 3-manifold has only fi...
12 pagesWe present a sketch of the proof of the following theorems: (1) Every 3-manifold has only fi...
We show that the canonical contact structure on the link of a normal complex singularity is universa...
We show that the canonical contact structure on the link of a normal complex singularity is universa...
In this thesis, we study contact structures on any open 3-manifold V which is the interior of a comp...
In this thesis, we study contact structures on any open 3-manifold V which is the interior of a comp...
Let M be a compact manifold of dimension three with a contact structure [ω]. The Lie algebra A([ω]) ...
AbstractTo certain types of generic distributions (subbundles in a tangent bundle) one can associate...
SupposeG to be the groupofRrational points on aZariskiconnected, reductive, algebraic groupdefined o...
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