报告题目：Affine invariant maps for log-concave functions
报 告 人：李奔（ Tel Aviv University 助理教授）
报告时间：2020年8月10日15点开始
报告地点：腾讯会议
//meeting.tencent.com/s/I8rA50CQL5LW
会议 ID：615 936 200
报告摘要：Affine invariant points and maps for sets were introduced by Grunbaum to study the symmetry structure of convex sets. I will introduce these notions to a functional setting. We will show some typical examples for affine invariant points. Moreover, I will briefly connect this notion to recent progress on functionalization of convex geometry. This is a joint work with Schuett and Werner.
报告人简要：李奔博士，2018年毕业于美国 Case Western Reserve University 数学系。现在 Tel Aviv University 从事研究教学工作。主要研究方向为几何泛函分析，仿射凸几何，在仿射凸几何的几大经典课题上做出了系列成果。
