题目： Random Hamilton-Jacobi Equation and non-uniformly hyperbolic dynamics

报告人: 张可 教授

     (University of Toronto，Canada)

Abstract :We discuss an approach to study randomly forced Hamilton-Jacobi equations on a torus. This line of study originated with the work of E, Khanin, Mazel and Sinai around 2000, where the 1-dimensional equation is studied. The higher dimensional version is quite different, and requires a combination of weak KAM theory and non-uniformly hyperbolic dynamics. Based on joint works with K. Khanin and R. Iturriaga, we obtain results on uniqueness and regularity of the stationary solution, as well as the speed of convergence to this stationary solution

时间：6月20日（周四）下午16:00-17:00

地点：565net必赢客户端本部教二楼 510 教室

联系人：魏巧玲

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