南京大学董显晶博士学术报告

报告题目: The second main theorem for meromorphic functions on a product of complete Kahler manifolds

报告人：董显晶博士

报告地点：理学院B709

报告时间：2018年12月14日（周五）上午：11:00-12:00

报告摘要: In this paper, we establish the value distribution theory for holomorphic maps from a product of complete Kahler manifolds into compact Riemann surfaces based on the heat diffusion method developed by Atsuji. SOme Ricci curvature conditions for domain manifolds are imposed in order to get meaningful results. As one of the consequences in the paper, we show that a non-constant meromorphic function can omit at most two points under certain Ricci curvature and energy conditions on the product of complete Kahler manifolds.

报告人简介：董显晶，南京大学博士，南昌大学硕士，在美国休斯敦大学留学访问一年。从事复分析与复几何研究，在《TAMS》、《JMAA》、《EJDE》等国际数学杂志上发表重要学术论文。