邀请人：高洪俊教授
点击下列腾讯会议链接:
会议链接：//meeting.tencent.com/s/SmF1UpZ0oyT4
会议 ID：630 321 506
内容摘要:
We consider the incompressible 2D Navier-Stokesequations with periodic boundary conditions driven by a deterministictime periodic forcing and a degenerate stochastic forcing. We showthat the system possesses a unique ergodic periodic invariantmeasure which is exponentially mixing under a Wasserstein metric. Wealso prove the weak law of large numbers for the continuous timeinhomogeneous solution process. In addition, we obtain the weak lawof large numbers and central limit theorem by restricting theinhomogeneous solution process to periodic times.
报告人简介:
吕克宁，现任杨伯翰大学教授，从事无穷维动力系统的研究，已发表论文 80 余篇，发表期刊包括《Inventiones mathematicae》《Communications on Pure and Applied Mathematics》、《Memoirsof the American Mathematical Society》、《Archive for RationalMechanics an Analysis、《Journal of Differential Equations》。现任Journal of Differential Equations 共同主编。