RésuméIn this article, we study orbital integrals on non-connected real reductive groups. We obtain a characterisation of these functions. We construct a family of invariant eigendistributions and we use it to prove an invariant Paley–Wiener theorem
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
In harmonic analysis on a reductive symmetric space X an important role is played by families of gen...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
The purpose is to present a complete course on global analysis topics and establish some orbital app...
This is an expanded version of a survey talk given at the Conference on Representations of Real Redu...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
AbstractIn this part of our work, a (real) semialgebraic group G being given, first we associate, to...
AbstractWe prove the vanishing of the (possibly twisted) orbital integrals of certain functions on r...
The Harish-Chandra–Howe local character expansion expresses the charac-ters of reductive, p-adic gro...
RésuméSoitGun groupe de Lie semi-simple complexe connexe et simplement connexe d'algèbre de Lie g. S...
Let F be a p-adic field and let G be a connected reductive group defined over F. We assume p is big....
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
Let G be a connected reductive group defined over a non-archimedean local field of characteristic 0....
This thesis investigates the transfer formulas for orbital integrals, in the context of the modern L...
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
In harmonic analysis on a reductive symmetric space X an important role is played by families of gen...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
The purpose is to present a complete course on global analysis topics and establish some orbital app...
This is an expanded version of a survey talk given at the Conference on Representations of Real Redu...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
AbstractIn this part of our work, a (real) semialgebraic group G being given, first we associate, to...
AbstractWe prove the vanishing of the (possibly twisted) orbital integrals of certain functions on r...
The Harish-Chandra–Howe local character expansion expresses the charac-ters of reductive, p-adic gro...
RésuméSoitGun groupe de Lie semi-simple complexe connexe et simplement connexe d'algèbre de Lie g. S...
Let F be a p-adic field and let G be a connected reductive group defined over F. We assume p is big....
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
Let G be a connected reductive group defined over a non-archimedean local field of characteristic 0....
This thesis investigates the transfer formulas for orbital integrals, in the context of the modern L...
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
International audienceWe study orbital integrals and invariant eigendistributions for the symmetric ...
In harmonic analysis on a reductive symmetric space X an important role is played by families of gen...