概要 | A subordinate Brownian motion is a L vy process which can
obtained by replacing the time of Brownian motion by an independent
increasing L vy process. In this talk, we consider a large class of
subordinate Brownian motions without diffusion term. We discuss an
explicit form of sharp two-sided estimates on the Green functions of
these subordinate Brownian motions in bounded C1,1 open set. |