The purpose is to present a complete course on global analysis topics and establish some orbital applications of the integration on topological groups and their algebras to harmonic analysis and induced representations in representation theory
We study harmonic analysis on the symmetric space GLn× GLn/GL2n We prove several standard results, e...
International audienceThe orbital varieties are the irreducible components of the intersection betwe...
International audienceWe prove a Weyl Harish-Chandra integration formula for the action of a reducti...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
RésuméIn this article, we study orbital integrals on non-connected real reductive groups. We obtain ...
This is an expanded version of a survey talk given at the Conference on Representations of Real Redu...
The Harish-Chandra–Howe local character expansion expresses the charac-ters of reductive, p-adic gro...
This thesis investigates the transfer formulas for orbital integrals, in the context of the modern L...
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...
. For the Lie algebra sl 2 over a p-adic field, the Fourier transform of a regular orbital integral ...
. For the Lie algebra sl 2 over a p-adic field, the Fourier transform of a regular orbital integral ...
International audienceThe purpose of the book is to discuss the latest advances in the theory of uni...
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
We study harmonic analysis on the symmetric space GLn× GLn/GL2n We prove several standard results, e...
International audienceThe orbital varieties are the irreducible components of the intersection betwe...
International audienceWe prove a Weyl Harish-Chandra integration formula for the action of a reducti...
AbstractIn this paper, we are concerned with orbital integrals on a class C of real reductive Lie gr...
RésuméIn this article, we study orbital integrals on non-connected real reductive groups. We obtain ...
This is an expanded version of a survey talk given at the Conference on Representations of Real Redu...
The Harish-Chandra–Howe local character expansion expresses the charac-ters of reductive, p-adic gro...
This thesis investigates the transfer formulas for orbital integrals, in the context of the modern L...
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...
. For the Lie algebra sl 2 over a p-adic field, the Fourier transform of a regular orbital integral ...
. For the Lie algebra sl 2 over a p-adic field, the Fourier transform of a regular orbital integral ...
International audienceThe purpose of the book is to discuss the latest advances in the theory of uni...
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
AbstractLet G be a connected real reductive group and M a connected reductive subgroup of G with Lie...
We study harmonic analysis on the symmetric space GLn× GLn/GL2n We prove several standard results, e...
International audienceThe orbital varieties are the irreducible components of the intersection betwe...
International audienceWe prove a Weyl Harish-Chandra integration formula for the action of a reducti...
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