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Stochastic stability of some non-uniformly hyperbolic systems

2016年09月23日 15:55  点击:[]

学术报告

告题目:Stochastic stability of some non-uniformly hyperbolic systems

报告人:郑言 副教授 (国防科学技术大学

报告时间:20169 29日(星期四)上午 9:30-10:30

报告地点:创新园大厦 A1101

校内联系人:柳振鑫 教授      联系电话:84708351-8022

 

报告摘要: After many deep investigations in the theory of dynamical systems in the last several decades, people found that structural stability seems to be too strong a requirement from both theoretical and practical points of view. In the other hand, with the development of ergodic theory and random dynamical systems, people realize gradually that stochastic stability is a notion more natural and appropriate than structural stability, and have found a number of cases which are not structurally stable but are stochastically stable. In this report we will introduce the notions of stochastic stability and discuss two main approaches in this field. As the main results of the report, we show stochastic stability of a class of partially expanding attractors and of fat solenoidal attractors.

报告人简介:郑言,国防科技大学理学院数学与系统科学系副教授。主持过2项国家自然科学基金以及2项省部级基金项目。在科学出版社合作出版专著2部。发表研究论文十余篇。于2014年访问华威大学的Martin Hairer教授。

 

数学科学学院

2016923

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