Geodesic

Tome 33 (2023) no. 1

Sommaire

Foreword
p. 1-3
Karl Heinrich Hofmann and the Structure of Compact Groups and Pro-Lie Groups
p. 5-28
Askey-Wilson Polynomials and Branching Laws
p. 29-77
Engel Marginal Subgroups in Pro-Lie Groups
p. 79-91
The Resonances of the Capelli Operators for Small Split Orthosymplectic Dual Pairs
p. 93-132
Unitarizable Vector-Valued Holomorphic Discrete Series and the Laplace Transform : an Example
p. 133-148
Mackey-Type Identity for Invariant Functions on Lie Algebras of Finite Unitary Groups and an Application
p. 149-168
On the Topology of J-Groups
p. 169-194
Central Extensions of Restricted Affine Nilpotent Lie Algebras n+(A1(1))(p)
p. 195-215
Harish-Chandra Highest Weight Representations of Semisimple Lie Algebras and Lie Groups
p. 217-252
Generalized Laguerre Functions and Whittaker Vectors for Holomorphic Discrete Series
p. 253-27
Mapping Groups Associated with Real-Valued Function Spaces and Direct Limits of Sobolev-Lie Groups
p. 271-296
On Topologically Quasihamiltonian LC-Groups
p. 297-303
Bounded Multiplicity Branching for Symmetric Pairs
p. 305-328
Hodge Operators and Exceptional Isomorphisms between Unitary Groups
p. 329-36
Geodesic Bicombings and a Metric Crandall-Liggett Theory
p. 361-376
From Euler Elements and 3-Gradings to Non-Compactly Causal Symmetric Spaces
p. 377-432
Groups with Flat-Rank Greater Than 1
p. 433-452