Zeitraum: 27.11.2012 00:00 Uhr - Uhr
SR 127, Carl-Zeiss-Str. 3
Prof. Tomás Caraballo (Universidad de Sevilla)
"Morse decomposition for random dynamical systems"
Abstract: The random attractor is a suitable concept for the description of the asymptotic behavior of random dynamical systems generated by some stochastic differential equations. In this talk we will analyze the internal structure of random attractors via a Morse decomposition theory describing random isolated invariant sets and their connections, to which a continuous Lyapunov function is also associated.