R501, Information Science Building, NCHU
(中興大學 資訊科學大樓 501)
Dirichlet Problem for Integro-Differential Operators
Zhen-Qing Chen (University of Washington)
Abstract
Consider an integro-differential operator L in the Euclidean space that has both diffusive and non-local parts. We will show under some mild conditions, there is a Feller process having strong Feller property associated with it. We then discuss the solvability of the Dirichlet problem for L and its probabilistic representation.
Organizer: Kyung-Youn Kim (NCHU)
