20 citations · 94 across the 26 of their papers we have counts for
5 papers · 1 filter
Symmetric pairs and branching laws
Paul-Emile Paradan
Let be a compact connected Lie group and let H be a subgroup fixed by an involution. A classical result assures that the action of the complex reductive group on the flag…
Kirillov's orbit method: the case of discrete series representations
Paul-Emile Paradan
Let V be an Harish-Chandra discrete series representation of a real semi-simple Lie group G' and let G be a semi-simple subgroup of G'. In this paper, we give a geometric expressio…
Admissible coadjoint orbits for compact Lie groups
Paul-Emile Paradan, Michele Vergne
We describe the admissible coadjoint orbits of a compact connected Lie group and their spin-c quantization.
Stability property of multiplicities of group representations
Paul-Emile Paradan
This paper is dedicated to the study of the stability of multiplicities of group representations.
Multiplicities of the discrete series
Paul-Emile Paradan
The purpose of this paper is to show that the multiplicities of a discrete series representation relatively to a compact subgroup can be "computed" geometrically, in the way predic…