3 papers
math.PR2021
Heat kernel estimates for anisotropic symmetric jump processes
Jaehoon Kang
We show two-sided bounds of heat kernel for anisotropic non-singular symmetric pure jump Markov process whose jump kernel is comparable to $\frac{{\bf 1}_{\mathcal{V}}(x-y…
math.PR2019
Estimates of Dirichlet heat kernels for unimodal Lévy processes with low intensity of small jumps
Soobin Cho, Jaehoon Kang, Panki Kim
In this paper, we study transition density functions for pure jump unimodal Lévy processes killed upon leaving an open set . Under some mild assumptions on the Lévy density, we…
math.PR2018
Heat kernel estimates for symmetric jump processes with mixed polynomial growths
Joohak Bae, Jaehoon Kang, Panki Kim +1
In this paper, we study the transition densities of pure-jump symmetric Markov processes in , whose jumping kernels are comparable to radially symmetric functions w…