系列短课程:Smooth surface diffeomorphisms in positive entropy (X):Topological transitivity and homoclinic relations
报告人: Jerome Buzzi(巴黎第十一大学,CNRS研究员)
时间:2021年12月14日 15:00-16:30
腾讯会议:会议ID:200-120-556
摘要:Lecture #9: Finiteness theorem
Abstract: Using the Topological proposition established in the proof of the finiteness theorem we will relate the decomposition into measured homoclinic classes (which are sets of measures) to the topology on the manifold. Namely, we will:
- relate topological and measured homoclinic classes
- deduce unique mme from topological transitivity
- deduce strong mixing of the mme from topological mixing
Questions on the whole set of lectures will be welcome.
邀请人:杨大伟