报告人：李小山（武汉大学）

邀请人：卢文

报告时间：2022年6月21日 （星期二）10: 00-12:00  

报告地点：欣苑2栋216室

报告题目：Extension of Multiple-valued holomorphic functions on a Stein space.

报告摘要：A version of the classical Kerner's theorem for a singular Stein space with a compact strongly pseudoconvex boundary has been recently establihsed by Huang-Xiao when the dimension of the Stein space is greater or equal to three. A partial result for the case of complex dimension two was also obtained. In this talk, we will give an affirmative answer to the two dimensional case left open in its full generality. This talk is based on a joint work with Prof. Xiaojun Huang.

报告人简介：李小山，武汉大学副教授，研究方向为多复变和复几何，在多复变和CR几何方面做出了重要工作，研究成果发表在国际数学重要杂志JFA、IMRN、TAMS等上。