密歇根州立大学王晓东教授学术报告 6月27日下午
发布时间: 2018-06-26 访问次数: 204

报告题目【From the isoperimetric inequality to Integral inequalities for harmonic functions and holomorphic functions】


时间:2018年6月27日 (星期三) 14:30 


地点:旗山校区理工北楼601报告厅


主讲:密歇根州立大学 王晓东教授


主办:数学与信息学院, 福建省分析数学及应用重点实验室, 数学研究中心


参加对象:数学系师生


报告摘要:There are many proofs for the classic isoperimetric inequality. Carleman’s proof reduces it to an interesting integral inequality for analytic functions on the unit disc in the plane. As natural generalizations I will discuss some integral inequalities for harmonic functions in higher dimensions. This is based on joint work with Fengbo Hang and XIaodong Yan.  

I will also talk about some more recent developments and related inequalities for holomorphic functions in several complex variables if time allows.


报告人简介:Prof. Xiaodong Wang received his B.S. from Tsinghua University in 1993. He then received his PhD from Stanford University in 2001, advised by Richard Schoen. Wang is currently a professor at Michigan State University. 


Prof. Wang’s Research Interest is geometric analysis. He has dozens of publications for his research, those of which are published in famous international journals of math, such as, Invent. Math., J. Diff. Geo., Comm. Anal. Geom., J. Geom. Anal., Duke Math. J., Pacific J. Math., etc.  

Xiaodong Wang’s page: http://users.math.msu.edu/users/xwang/