报告题目：The Hyperbolic Metric and the Roper-Suffridge Operator

主 讲 人：王 建 飞

单 位：华侨大学

时 间：9月29日15:00

腾 讯 ID：391 925 296

密 码：123456

摘 要：

The hyperbolic metric plays an important role in complex analysis and geometric function theory. In this talk, we will establish several interesting properties for the hyperbolic metric of a simply connected domain of the complex plane, which can be applied to discuss the Roper-Suffridge extension operator and its modification. This hyperbolic metric can be viewed as providing an alternative approach to study biholomorphic mappings in several complex variables. This is joint work with Prof. Taishun Liu and Xiaomin Tang.

简 介：

王建飞，华侨大学特聘教授，福建省闽江学者特聘教授。主要从事多复变数几何函数论的研究，已在《Trans. Amer. Math. Soc.》、《J. Geom. Anal.》、《Pacific J. Math.》和《中国科学》等国内外期刊发表学术论文三十余篇，主持或参与多项国家与省级科研项目。