School Colloquium——Harmonic Maps Between Singular Metric Spaces
报告人：张会春 ( 中山大学)
时间：2024-05-31 15:00-16:00
地点：智华楼四元厅
摘要：In this talk, we will survey some recent improvements of the regularity results for harmonic maps between singular spaces. We will first discuss some idea of the interior Lipschitz regularity of harmonic maps from metric spaces with generalized lower Ricci bounds, and then we introduce their boundary regularity. We also talk about some applications of these results. This talk is based on some works jointed with Prof. Xi-Ping Zhu.
个人简介：张会春，中山大学教授，获国家杰出青年基金支持。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。
