Extension of multiple-valued holomorphic functions on a Stein space
- A+
：李小山（武汉大学）
：2022-05-31 14:30
：腾讯会议ID：835-242-921（密码：202205）
报告人：李小山（武汉大学）
时 间：5月31日下午14:30
地 点：腾讯会议ID：835-242-921（密码：202205）
内容摘要:
A version of the classical Kerner's theorem for a singular Stein space with a compact strongly pseudoconvex boundary has been recently established by Huang-Xiao [Bergman-Einstein metrics, a generalization of Kerner's theorem and Stein spaces with spherical boundaries. J. Reine Angew. Math.] when the dimension of Stein space is greater of equal to 3. A partial result for the case of complex dimension two was also obtained. In this talk, we will give a confirmative answer to the two dimensional case left open in its full generality.
个人简介：
武汉大学副教授，曾在罗格斯大学，中国台湾数学研究所等地从事科研工作。研究兴趣为多复变函数论和CR几何等相关话题，研究工作发表Journal of Functional Analysis, International Mathematics Research Notices, Mathematische Zeitschrift, Transactions of the American Mathematical Society等重要数学杂志。
联系人：杨波
