报告题目：Heat Kernel Estimates for Schӧdinger Operators

报告时间：2023-3-31  15:30 - 16:30

报告人：陈昕 教授  上海交通大学

腾讯会议ID：893-4129-1815

Abstract:We will introduce some probabilistic methods to study heat kernel estimates for Schӧdinger operators L=-Δ+V, based on which the interaction between the behaviors of Brownian motions {B_t}_t≥0 and the potential V will be applied. Our results include the case that V is unbounded or V is decaying to 0at infinity. Moreover, two-sided Green's function estimates associated with L=-Δ+V are also obtained.