题目：Ricci curvature on metric measure spaces

报告人：陈丽娜，华东师范大学

摘要：In the series of talks I will give a very basic introduction to Ricci curvature bounded from below on metric measure spaces which is also called curvature-dimension condition (CD).

Part I. We start with some basic definitions about optimal transport problem and the space of probability measures, and introduce their basic properties.

Part II. We talk about the notions of Ricci curvature lower bound for metric measure spaces.

The last Part III. We talk about some analysis and geometry in the CD-spaces, which can be viewed as certain generalization of Cheeger-Colding-Naber’s theory for manifolds with lower bounded Ricci curvature.

时间(2nd Time)：6月4日（周二）下午14:00--16:30

地点：首都师大新教2楼 808 教室

联系人：胥世成

欢迎全体师生积极参加！