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)