Infinite Dimensional Random Dynamical Systems and Their Applications

Abstract

The theory of infinite dimensional random dynamical systems shares many of the concepts and results for finite dimensional random dynamical systems, but with considerably more technical complications. Many examples are generated by stochastic partial differential equations (SPDE) which are used to model climate dynamics, turbulence, porous media, random surface motions and many other systems of physical interest, etc. The workshop covered broad spectrum of issues ranging from the theoretical to applications and numerics.