Inertial manifolds and master-slave synchronization

發布者:文明辦發布時間:2019-07-03浏覽次數:220


主讲人:Bj?rn Schmalfuss,Friedrich Schiller University Je


時間:2019年7月4日9:00


地點:3號樓332報告廳


舉辦單位:數理學院


内容介绍:We consider dynamical systems and random dynamical systems. We present objects  describing the long time behavior of these systems. Particular objects are  attractors and inertial manifolds. Both objects allow to introduce the concept  of small finite dimensionality of high/infinite dynamical systems. We will  consider inertial manifolds in more details. Two techniques allowing to state  these manifolds are the Lyapunov Perron transform and the graph transform. We  will consider the dynamics on these manifolds by the inertial form. Attractors  and inertial manifolds can be used to describe synchronization of two or more  parallel systems. We will describe the main issues of this topic. All these  things will be applied to random and non-random reaction diffusion equations.

热门关键词凯发国际下载安装 | 凯发国际客服 | 凯发国际平台 | 凯发国际登录 | 凯发国际官网 | 凯发国际在线 | 凯发国际娱乐 | 凯发国际真人 | 凯发国际app | 凯发国际网站 | 凯发国际登录注册 | 凯发国际代理 |