题目：Geometric functional inequalities
报告人：李奔 博士 特拉维夫大学
时间: 10月10日（周四）下午3: 00-4：00
地点：X2510
摘要：Firstly we will briefly recall the development of the so called functionalization of geometric inequalities in the past decade. Then we will discuss about a recent research related to the polar transform for geometric convex functions which was rediscovered and studied by Artstein-Avidan and Milman. It is considered as the natural extension of the notion of polarity from convex bodies. Be specific, we will discuss a topological structure on the set of convex function of interest and then we show that the extremal cases in some certain inequalities can be indeed achieved.
个人简介：李奔， 现在在以色列特拉维夫大学的数学学院从事博士后研究工作。 2018年我从美国凯斯西储大学基础数学方向博士毕业，研究方向是几何泛函分析及其在量子信息论中的应用。2018年10月进入特拉维夫大学，师从 S. Artstein 和 V. Milman, 继续从事几何泛函， Banach 空间几何，凸几何方面的研究工作。
欢迎大家参加！