Seminar Sophus Lie am 7. und 8. Dezember 2001 in Berlin (Humboldt Universität, Adlershof)

Freitag, 7.12.2001:

9.00-10.00 Uhr B. Bekka, Metz Property (T) for infinite dimensional Lie groups

10.30-11.30 Uhr
G. Heckman, Nijmegen
Del Pezzo surfaces, tori of type E and ball quotients

13.30-14.10 Uhr
St. Berceanu, Bukarest
Realization of Lie algebras by first-order differential operators with holomorphic polynomial coefficients on Kähler coherent state orbits

14.15-14.55 Uhr
Wolfgang Bertram, Nancy
The projective line and "absolute space"

15.20-16.00 Uhr
M. Pevzner, Brüssel
Symmetric spaces and star representations

16.05-16.45 Uhr
D. Beltita, Bukarest
Spectra of solvable Lie algebras of bundle endomorphisms

17.10-17.50 Uhr
U. Hermisson, Greifswald
Differential calculus on quantum spaces

Samstag, 8.12.2001:

9.00-10.00 Uhr A. Juhl, Berlin Zeta functions, Lie theory and cohomology

10.30-11.10 Uhr
M. Shapiro, Stockholm
Complete Hamiltonian integrability of generalized Toda lattice equations

11.15-11.55 Uhr
M. Reimann, Bern
Rigidity of H-type groups

14.00-14.40 Uhr
J. Hilgert, Clausthal
The dual horospherical Radon transform for polynomials

14.45-15.25 Uhr
E. Gnatowska, Warschau/Bialystok
On certain families of orthogonal polynomials arising from a study of the Weyl algebra by Lie algebraic methods

16.00-16.40 Uhr
H. Biller, Darmstadt
Harish-Chandra groups in Banach-*-algebras

16.45-17.25 Uhr
T. Wurzbacher, Metz
The equivariant index of the Dirac-Ramond operator in the flat case