Title: Introduction to Teichmuller Theory

Speaker: 黄 炎  （河南大学）

Time: 2018年12月15日（周六）    上午  09:00-10:30, 10:40-12:10

      2018年12月22日（周六）    上午  09:00-10:30, 10:40-12:10

Room：东区管理科研楼   0029cc金沙贵宾会1418室

Abstract: The study of Teichmuller dynamical systems is active at present. It is well-known that Teichmuller flow is the geodesic flow of the Teichmuller space with respect to the Teichmuller metric. To show that, I will explain the complex structure of the Teichmuller space as well as the Teichmuller metric.

References:

1. Nag S. The complex Analytic Theory of Teichmuller space.

2. Hubbard J. Teichmuller theory and Application to Geometry, Topology and Dynamics. Vol.1 Teichmuller theory.

3. Forni G.,Matheus C. Introduction to Teichmuller theory and its application to dynamics of interval exchange

   transformations,flows on surfaces and billiards,JMD.