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title:
Random dynamical systems with SPDE driven by a fractional Brownian motion
name:
Schmalfuß
first name:
Björn
location/conference:
SPDE09
PRESENTATION-link:
http://www.dfg-spp1324.de/download/spde09/material/schmalfuss.pdf
abstract:
We consider an SPDE with a fractional Brownian motion. At first we show
that such an equation generates a random dynamical system. Based on this
property we then formulate conditions ensuring that the generated random
dynamical system has a random attractor or a random unstable manifold.