报告题目:The Lipschitz theory of hyperbolic surfaces
报 告 人:黄意 助理教授
报告时间:2022年10月25日(星期二)上午9:30-11:00
报告地点:zoom 98951767939,密码:GTG
邀 请 人:杜晓明副教授
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数学学院
2022年10 月18日
报告摘要: In a famous unpublished preprint, Thurston develops the Lipschitz theory of hyperbolic surfaces motivated by the desire to construct a hyperbolic parallel to the classical approach to Teichmüller theory. Consequentially, he builds from scratch a beautiful theory tying together optimal Lipschitz homeomorphisms and the lengths of simple closed geodesics on hyperbolic surfaces. We hope to give a gentle introduction to Thurston-Teichmüller theory, and to showcase some recent developments along this theme. This is work in collaboration with Athanase Papadopoulos and Ken'ichi Ohshika.