HEAT KERNEL BOUNDS FOR ELLIPTIC PARTIAL DIFFERENTIAL OPERATORS IN DIVERGENCE FORM WITH ROBIN-TYPE BOUNDARY CONDITIONS II

摘要

The principal aim of this short note is to extend a recent result on Gaussian heat kernel bounds for self-adjoint L-2(Omega; d(n)x)-realizations, n is an element of N, n >= 2, of divergence form elliptic partial differential expressions L with (nonlocal) Robin-type boundary conditions in bounded Lipschitz domains Omega subset of R-n, where