06月28日 法国奥尔良大学Michel Zinsmeister教授学术报告

发布时间:2019-06-24   浏览次数:108

报 告 人:Michel Zinsmeister 教授 (法国奥尔良大学)

报告题目:Ruelle Property: Old and New

报告时间:2019年6月28日(星期五)下午4:30—5:30

报告地点:静远楼1506学术报告厅

报告人简介:

Michel Zinsmeister 法国奥尔良大学教授,中科院客座教授,主要从事复分析、复动力系统、SLE的研究,是国际复分析领域的专家。

报告摘要:

Let S be a Riemann surface and T(S) its Teichmuller space. One can naturally attach to each element of T(S) a quasi-Fuchsian group whose limit set may be fractal. Ruelle has proven that the Hausdorff dimension of this limit set is a real-analytic function on T(S) when S is compact: we say that compact Riemann surfaces have Ruelle property. What are the surfaces sharing this property? In this talk I will survey what is known about this problem, in particular I will show that there exists an infinitely generated Fuchsian group whose corresponding surface has Ruelle’s property.

联 系 人:魏华影