韩国首尔大学Kim Panki教授学术报告1月12日下午
发布时间: 2018-01-09 访问次数: 78

报告题目【Heat kernel estimates for symmetric jump processes with general mixed polynomial growths


时间:2018-01-12 (星期五) 15:00--16:00


地点:数学研究中心学术报告厅


主办:数学与信息学院


主讲:Kim Panki


专家简介:韩国首尔大学教授。


报告摘要:

  In this talk, we discuss transition densities of pure jump symmetric Markov processes in R^d, whose jumping kernels are comparable to radially symmetric functions with general mixed polynomial growths. Under some mild assumptions on their scale functions, we establish sharp two-sided estimates of transition densities (heat kernel estimates) for such processes.This is a joint work with Joohak Bae, Jaehoon Kang and Jaehun Lee.