Published Paper
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Inserted: 23 nov 2003
Last Updated: 12 nov 2026
Journal: International conference on fixed point theory and its applications (Valencia, 2003), G.G. Falset, E.L Fuster, B. Sims (ed.), Yokohama publishers, Yokohama
Pages: 227-260
Year: 2004
Abstract:
The results proved in this paper provide existence of an invariant measure for non-Carathéodory random dynamical systems typically coming from stochastic differential equations with nonregular solution flows. An example of such an equation is a stochastic differential equation with time delay in the diffusion.
Keywords: local operator, atomic operator, random dynamical system, invariant measure, stochastic flow, strong periodic solutions, stationary solutions, stochastic delay equation
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