Lempert theory on complex geodesics I，II
报告题目(Title)：Lempert theory on complex geodesics I，II
报告人(Speaker)：李军教授（湖南大学）
地点(Place)：Zoom id: 674 534 14121, code: 437681
时间(Time)：2020年12月21日，19：00-19：50， 20:00-20:50
邀请人(Inviter)：汪志威
报告摘要
A complex geodesic is a holomorphic map from the unit disk to a complex manifold $X$ which realizes the Kobayashi distance on $X$. In this talk we will introduce Lempert’s work about complex geodesics. In particular we will present the proof about the existence and uniqueness of complex geodesics in strongly convex domain based on M. Abate’s notes. We will also talk about some problems related to complex geodesics.
主讲人简介
李军，湖南大学副教授。本科毕业于南开大学，中科院硕博连读，导师周向宇院士，研究方向为多复变与复几何。在Sasakian manifold上Monge-Ampere方程做了系列深入工作。
