Boundary Regularity of harmonic maps between singular spaces

报告专家：张会春 （中山大学）

报告时间：2024年7月18日（星期四）下午14：00

报告地点：数学学院东409

报告题目：Boundary Regularity of harmonic maps between singular spaces

报告摘要：In this talk, we will introduce the some improvements of the regularity theory for harmonic maps from metric measure spaces with Ricci curvature bounded from below to non-positively curved metric spaces in the sense of Toponogov’s comparson property, including the interior regularity and the boundary regularity.  This is a joint work with Professor Xi-Ping Zhu.

专家简介：张会春，中山大学教授。长期致力于非光滑度量空间上的几何分析的研究，在Alexandrov 空间上的调和映射，具有广义 Ricci 曲率的度量空间上的热方程等方面做出了一系列重要研究成果。

邀请人：盛利