报告人：叶德平（纽芬兰纪念大学）

报告题目：The Minkowski type problems for log-concave functions

报告摘要：The geometric theory of log-concave functions has attracted great attention in recent years. Such a theory can be viewed as the analytic lifting of the geometric theory of convex bodies. Although many fundamental results from convex geometry has been lifted to the log-concave function setting, the foundation of the $L_p$ theory and the dual Orlicz theory for log-concave functions have been missing for a long time.In this talk, I will discuss our recent works on the establishment of the basic framework for the $L_p$ theory and dual Orlicz theory of log-concave functions, with concentration on the related Minkowski type problems for log-concave functions.

报告时间：2024年7月15日（星期一）10:00-12:00

报告地点：东三十二楼216室

邀请人：张宁

报告人简介：叶德平教授是加拿大著名数学家，在凸几何分析, 几何和泛函不等式，随机矩阵，量子信息理论和统计学等研究领域中都非常活跃，已在Adv. Math.、CPAM、CVPDE等世界著名杂志上发表论文三十余篇。