Statistics and Data Science Seminar
Prof Song Renming
UIUC
Sharp estimates on the Dirichlet heat kernels of subordinate Brownian motions
Abstract: A subordinate Brownian motion can be obtained by replacing the time
parameter of a Brownian motion by an increasing Levy process (i.e.,
subordinator). Subordinate Brownian motions are very important in
various applications. In this talk, I will give a survey of some recent
results in the study of subordinate Brownian motions. In particular, I
will present results on sharp two-sided estimates of the Dirichlet
heat kernel estimates of subordinate Brownian motions.
Wednesday February 13, 2013 at 4:00 PM in SEO 636