报告人：嵇庆春教授

        复旦大学

报告题目：On the Second Main Theorem of Nevanlinna Theory for Singular Divisors

报告时间：2016年07月26日下午16:00

报告地点：海韵数理楼661

学院联系人:钟春平教授

报告摘要：In this talk, we introduce the (k,l)-condition on divisors by using germ decompositions and a new ramification current as the curvature current of a singular metric. Then we prove Second Main Theorem type results of Nevanlinna theory for divisors satisfying our (k,l)-condition with a new ramification term which produces an extra Characteristic Function term of a meromorphic map denoted by Jacobian minors. Our Main theorem recovers Lang's result when l= 1, and covers the general position case when k = 1.

报告人简介：嵇庆春，复旦大学教授、博士生导师，从事微分几何和多元复分析研究。曾获国家优秀青年科学基金和首届“谷超豪奖”，先后在MSRI、Harvard大学数学系学习和访问。

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