International Conference on Lie Groups, Representations and Conformal Geometry
PROGRAM
Monday, April 6
Tuesday, April 7
Wednesday, April 8
Thursday, April 9
Friday, April 10
9:30 - 10:20
T. Kobayashi
Conformal geometry and Schrödinger model of minimal representations
coffee break
10:50 - 11:40
R. Gover
Q-curvature, Q operators on forms and detour complexes
lunch break
14:00 - 14:50
S. Gindikin
Horospherical flatness of symmetric manifolds
15:00 - 15:50
M. Eastwood
Integral geometry on complex projective space
16:20 - 17:10
J. Faraut
Asymptotic spherical analysis on the Heisenberg group
17:20 - 18:10
J. Wolf
Parabolic subalgebras of infinite dimensional Lie algebras (joint work with Elizabeth Dan-Cohen and Ivan Penkov)
M. Vergne
Jumps formulae in Hamiltonian geometry
A. Koranyi
Homogeneous holomorphic vector bundles in operator theory
M. Pevzner
Alternative composition formulas and phase space representations
J. Hilgert
Towards a harmonic analysis for Riemannian symmetric superspaces
U. Bunke
Smooth K-theory operations
M. Olbrich
Poisson transforms and cohomology of discrete groups: the complex hyperbolic case
V. Souček
Branching rules for generalized Verma modules and their applications
J. Slovak
Invariant calculus for parabolic geometries
11:50 - 12:40
S. Ben-Saïd
Interpolation between two different minimal representations for two different groups
EXCURSION
M. Duflo
Kostant-Blattner type formulas for restrictions of discrete series
J.-L. Clerc
Conformal representations on the sphere and hypergeometric functions
J. Vargas
Restriction of discrete Series representations
G. Zhang
Quaternionic discrete series on the unit ball in Hn
B. Speh
Restrictions of unitary representations
B. Orsted
Conformal geometry and functional determinants
Sparkling Wine Reception
19:00 - 20:00
Dinner
20:30
K.-H. Neeb
Holomorphic unitary induction for infinite dimensional groups
H. Glöckner
Ascending unions of infinite-dimensional Lie groups and their homotopy groups
P. Torasso
On the restriction of the metaplectic representation over a p-adic field to maximal compact subgroups
G. Olafsson
Invariants and application to harmonic analysis