Program
Uniformization of Riemann surfaces, quasiconformal mappings, Lipschitz mappings and the geometry of Teichmueller spaces
Student No.:80
Time:Fri 16:30-17:30, Nov.16
Instructor:Athanase Papadopoulos  
Place:Lecture hall, Jin Chun Yuan West Bldg.
Starting Date:2018-11-16
Ending Date:2018-11-16

Abstract:
I will start by tracing out the evolution from Riemann's uniformization theorem to the theory of quasiconformal mappings and to that of Lipschitz mappings between hyperbolic surfaces developed by Thurston, leading to new metric theories of Teichmueller space. I will then present the current work and some open problems in this area.


About speaker:
Professor Athanase Papadopoulos is the director of Institut de Recherche Math´ematique Avanc´ee of University of Strasbourg. His fields of interest focus on Geometry and topology of low dimensions, complex analysis and so on. So far, he had more than 100 publications, including several books. University of Strasbourg is on the top list of European universities and member of LERU, AC 21 and IDEX.



摘要:
本报告将依次涉及到黎曼的单值化定理、拟共形映射理论、Thurston发展的双曲黎曼面之间的利普希茨映射理论,并由此诱导出的泰希米勒空间上一个新的度量。报告人还将讨论该方向相关的最新研究工作进展和部分尚未解决的问题。


报告人简介:
Athanase Papadopoulos教授,法国斯特拉斯堡大学数学研究中心主任。他的研究领域主要集中于几何和低维拓扑,复变分析等方面,发表论文100多篇,出版书籍数本。
法国斯特拉斯堡大学是欧洲顶尖级的综合性高等学府,是诸多大学联合会的成员,如欧洲研究型大学联盟,21世纪学术联盟以及“卓越大学计划”发展院校。斯特拉斯堡大学在很多领域都享有盛名,拥有20名诺贝尔奖得主,1名菲尔兹数学奖得主。