Rechercher
next up previous
Next: Qi-Man Shao - Gaussian Up: Probability Theory / Théorie Previous: Thomas S. Salisbury -

Byron Schmuland - Rademacher's theorem on configuration space



BYRON SCHMULAND, University of Alberta, Edmonton, Alberta  T6G 2G1, Canada
Rademacher's theorem on configuration space


Rademacher's theorem says that a Lipschitz function on Rd is differentiable almost everywhere. Recently, Röckner and Schied have proved a version of this result for functions on the configuration space $\Gamma_{R^d}$ of locally finite subsets of Rd. In this talk, we will explain how this result can be used in the construction and quasi-sure analysis of a diffusion process living on $\Gamma_{R^d}$.



 

Société mathématique du Canada
616 Cooper St. 
Ottawa (ON)  K1R 5J2, Canada
Téléphone : +1 (613) 733-2662

Coordonnées détaillées
Confidentialité