Spectral problems for Dirac and Laplace operators
January 15 - 16, 2007
Centre de Mathématiques
Laurent Schwartz
École Polytechnique
Invited Speakers:
Colin Guillarmou
(CNRS, Nice University):
Formule de Krein generalisee et fonction zeta de Selberg
Marc Herzlich
(Montpellier University):
Optimal upper bounds for the first eigenvalue of the Dirac operator on
spheres and other manifolds
Paul Loya
(Binghamton University):
Manifolds with corners and the holonomy theorm of Witten for b-determinant bundles
Xiaonan Ma
(École Polytechnique):
Toeplitz quantization and symplectic reduction
Sergiu Moroianu
(Institute of Mathematics of the Romanian Academy):
Eta functions on manifolds with cusps
Jinsung Park
(Korea Institute for Advanced Study):
Dirac operator over cofinite quotient of PSL(2,R)
All talks will take place in the FRESNEL lecture hall, located in the Paul Levy building.
SCHEDULE
TIME
January 15
January 16
10:30 - 11:30
Herzlich
Guillarmou
12:00 - 14:00
Lunch
14:00 - 15:00
Park
Loya
15:30 - 16:30
Ma
Moroianu
Organizer:
Andrei Moroianu
Updated: January 15, 2007