Regularization of Dirichlet forms

Autor: Chang Chorng-Rong, 張崇榕
Rok vydání: 1998
Druh dokumentu: 學位論文 ; thesis
Popis: 86
In this paper, we describe what quasi-regular Dirichlet forms are. Regular Dirichlet forms are well-known but quasi-regular Dirichlet forms are more general and characterize those Dirichlet forms which are associated with Markov process. We shall see that regular Dirichlet forms(on locally compact separable metric spaces) are quasi-regular. Furthermore, we discuss the regularization of the Dirichlet forms and reflecting Brownian motions on pseudo Jordan domains.
Databáze: Networked Digital Library of Theses & Dissertations