Suppose $ G $ is a real reductive algebraic group, $\theta $ is an automorphism of $ G $,
and $\omega $ is a quasicharacter of the group of real points $ G (\mathbf {R}) $. Under …

We prove the existence of a transfer of orbital integrals in endoscopy for real reductive
groups when there is twisting by an automorphism defined over the reals and by a character …

Résumé Nous démontrons que le premier groupe de cohomologie rationnel des variétés
hyperboliques (compactes) de dimension 7 associées aux sousgroupes de congruences de …

Suppose that G is a connected reductive algebraic group defined over R, G (R) is its group
of real points, θ is an automorphism of G, and ω is a quasicharacter of G (R). Kottwitz and …

In this paper, we determine the residues at poles of standard intertwining operators for
parabolically induced representations of an arbitrary connected reductive quansisplit …

At the suggestion of Bill Casselman, I have tried to compile a set of interesting problems for
real groups. I have not made any attempt to represent the field as a whole. Some of the …

The purpose of this paper is to review Diana Shelstad's results on endoscopy for real
reductive groups ([Sh1],[Sh2],[Sh3],[Sh4]). This impressive body of work is a part of the …

ENDOSCOPY ON GSP(4) This is a brief summary on endoscopies corresponding to GSp(4)
1. 1. Introduction In this article, F will be Page 1 ENDOSCOPY ON GSP(4) HIRAGA, KAORU …

Nous démontrons que le premier groupe de cohomologie rationnel des variétés
hyperboliques (compactes) de dimension 7 associées aux sous-groupes de congruences …

" The representation theory of real reductive groups is still incomplete, in spite of much
progress made thus far. The papers in this volume were presented at The AMS-IMS-SIAM …