Dirichlet Heat kernel estimates for a large class of anisotropic Markov processes

Kyung-Youn Kim, Lidan Wang

Let $Z=(Z^1,\dots ,Z^d)$ be the d-dimensional Lévy {process} where {$Z^i$'s} are independent 1-dimensional Lévy {processes} with identical jumping kernel $ ν^1(r) =r^{-1}υ