报告题目：ON THE HOLOMORPHIC AUTOMORPHISM GROUP OF THE BERGMAN-HARTOGS DOMAIN

报告人：王安教授

时间：2015-05-03

地点：数学院一楼报告厅

摘要：The Bergman-Hartogs domain which can be regarded as a generalization of the Cartan-Hartogs domain provides a large class of bounded pseudoconvex domains which are in general nonhomogeneous. Since the geometry of a domain is determined by its automorphism group to a certain extent, it is meaningful to study the structure of the automorphism group. In this paper, we completely determine the structure of the holomorphic automorphism group of the Bergman-Hartogs domain over a minimal homogeneous domain with center at the origin.

报告时间：5月3日下午4点

报告人简介：

首都师范大学数学科学学院教授博士生导师

研究方向：多复变函数论，数学教育

对拟凸域上的全纯不变量，华罗庚域以及Bergman-Hartogs域的Bergman核，Kähler-Einstein度量，四类经典不变度量的比较定理，Kähler-Einstein流形到无穷维复投影空间的Kähle浸入和陆启铿问题等方面的研究取得了一些成果。

现主持1项国家自然科学基金，主持和参加的已结题国家自然科学基金与北京市自然科学基金有10多项。已发表论文30多篇。