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主讲人简介：Anna Kostianko博士，现为英国萨里大学博士后研究人员，于2013-2017年在英国萨里大学获得博士学位。主要从事无穷维动力系统惯性流形相关问题的研究。
内容摘要：The lecture will prove the existence of an inertial manifold （IM）for the modified Navier-Stokes equation with peridic boundary condition in three diemsional space. The standard appoach which isbased on a spectral gap condition is not applicable here. Therefore, we needed to implement and somehow modify the so-called spatial averaging principle which was proposed by J.Mallet-Paret and Sellfor proving the existence of IMs.
讲座主持：秦玉明 教授
讲座语言：英语
视频： 摄影： 撰写：秦玉明 信息员：唐晓亮 编辑：向娟
