02-502 Sergei B. Kuksin, Armen Shirikyan
On random attractors for mixing-type systems (145K, Postscript) Dec 6, 02
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Abstract. The paper deals with infinite-dimensional random dynamical systems. Under the condition that a system in question is of mixing type and possesses a random compact attracting set, we show that the support of the unique invariant measure is a minimal random point attractor. The results obtained apply to the randomly forced 2D Navier--Stokes system.

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