题目：Calderon-Zygmund theory for stochastic elliptic operators

报告人：徐强 （兰州大学 副教授）

腾讯会议：6385791642

时间：2023年3月7日14:00-18:00

摘要：This talk is devoted to studying Calderon-Zygmund estimates for stochastic elliptic operators, which can be understood in the sense of quenched or annealed way. As an application, we can apply it to quantify the error estimate in stochastic homogenization theory. We will start from some basic setting on random media and qualitative homogenization theory, and then move to the basic idea that we employed to develop the whole argument, in which the new defined random scale and Shen's real arguments played an important role.

报告人简介：徐强，兰州大学数学与统计学院副教授。曾于北京大学数学科学学院、德国马普应用数学所做博士后研究工作。研究兴趣主要集中在偏微分方程正则性理论及随机均匀化领域，已在JDE、SIAM JMA、CVPDE等学术期刊发表多篇论文。