Jörg-Uwe Löbus
University of Delaware
Title: Mosco type convergence of bilinear forms and weak convergence of particle processes

For a general class of bilinear forms, a Mosco type convergence is introduced. If the bilinear forms are associated with strongly continuous contraction semigroups, then Mosco type convergence implies convergence of resolvents. This result is used to show weak convergence of a certain class of particle processes.
©2004, Department of Mathematical Sciences
Last Modified: December 6, 2004