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Hyperbolic motions for a class of Hamiltonians and generalized N-body problem
报告人:严夺魁教授,北京航空航天大学 时间:2023年5月16日9:00 字号:

报告地点:行健楼学术活动室526

邀请人:陈二才教授

摘要:For the classical N-body problem, Maderna-Venturelli [Ann. Math. 2020] proved the existence of hyperbolic motions with any positive energy constant, starting from any configuration and along any noncollision configuration. Their original proof needs the results of the long time behavior of solutions by Chazy 1922 and Marchal-Saari 1976, the Holder estimate for Mane's potential by Maderna 2012, and the weak KAM theory. We will give a new and completely different proof for the above existence of hyperbolic motions.

报告人简介:严夺魁,本科毕业于南开大学,博士毕业于美国杨百翰大学,现任北京航空航天大学网赌 教授。主要研究方向为动力系统,变分法和天体力学,在 CVPDE, Nonlinearity, JDE等期刊上发表多篇论文。


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