Add to ORKGInternational audienceWe define the Chern character of the index class of a G-invariant family of G-transversally elliptic operators, see [6]. Next we study the Berline-Vergne formula for families in the elliptic and transversally elliptic case
AbstractIn this paper we consider a family of Dirac-type operators on fibration P→B equivariant with...
In this paper we consider a family of Dirac-type operators on fibration P → B equivariant with respe...
We develop an elliptic theory for operators associated with a diffeomorphism of a closed smooth mani...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
International audienceWe define and study the index map for families of G-transversally elliptic ope...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
© Copyright 2005 Geometry & TopologyAn index theory for projective families of elliptic pseudodiffer...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
The index problem is to calculate the index of an elliptic operator in topological terms. This probl...
The index problem is to calculate the index of an elliptic operator in topological terms. This probl...
Let $1 \to \Gamma \to \tilde{G} \to G \to 1$ be a central extension by an abelian finite group. In t...
Le problème de l'indice est de calculer l'indice d'un opérateur elliptique en termes topologiques. C...
We prove a formula for the multiplicities of the index of an equivariant transversally elliptic oper...
We prove a formula for the multiplicities of the index of an equivariant transversally elliptic oper...
We consider noncommutative elliptic operators over C*-algebras, associated with a discrete group of ...
AbstractIn this paper we consider a family of Dirac-type operators on fibration P→B equivariant with...
In this paper we consider a family of Dirac-type operators on fibration P → B equivariant with respe...
We develop an elliptic theory for operators associated with a diffeomorphism of a closed smooth mani...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
International audienceWe define and study the index map for families of G-transversally elliptic ope...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
© Copyright 2005 Geometry & TopologyAn index theory for projective families of elliptic pseudodiffer...
41 pagesInternational audienceIn 1996, Berline and Vergne gave a cohomological formula for the index...
The index problem is to calculate the index of an elliptic operator in topological terms. This probl...
The index problem is to calculate the index of an elliptic operator in topological terms. This probl...
Let $1 \to \Gamma \to \tilde{G} \to G \to 1$ be a central extension by an abelian finite group. In t...
Le problème de l'indice est de calculer l'indice d'un opérateur elliptique en termes topologiques. C...
We prove a formula for the multiplicities of the index of an equivariant transversally elliptic oper...
We prove a formula for the multiplicities of the index of an equivariant transversally elliptic oper...
We consider noncommutative elliptic operators over C*-algebras, associated with a discrete group of ...
AbstractIn this paper we consider a family of Dirac-type operators on fibration P→B equivariant with...
In this paper we consider a family of Dirac-type operators on fibration P → B equivariant with respe...
We develop an elliptic theory for operators associated with a diffeomorphism of a closed smooth mani...