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Exponential Convergence for 3D Stochastic Primitive Equations of the Large Scale Ocean

发布时间:2016-03-24发布部门:理学院

报告人简介:Prof. Zhao Dong, Academy of Mathematics and Systems Sciences, Chinese Academy of Sciences

报告摘要:In this paper, we consider the ergodicity for the three-dimensional stochastic primitive equations of the large scale oceanic motion. We proved that if the noise is at the same time sufficiently smooth and non-degenerate, then the weak solutions converge exponentially fast to equilibrium. Moreover, the uniqueness of invariant measure is stated.

报告主持:闫理坦

讲座语言:中文

视频: 摄影: 撰写:闫理坦 信息员:唐晓亮 编辑:吴彦