EXISTENCIA DE UNA MEDIDA INVARIANTE EN ALGUNAS ECUACIONES DE EVOLUCIÓN ESTOCÁSTICAS
DOI:
https://doi.org/10.15381/pes.v9i2.9401Keywords:
Movimiento Browniano, medida invariante, ecuación de Von Karman estocástica.Abstract
We study the stochastic process shaped with the solution of a stochastic evolution equation. We prove the theorem of the existence of a invariant measure in the Banach space of the values of the random variables, satisfying suitables hypothesis in the mentioned stochastic process. The initial-boundary value problem for the von Karman plate with random term of Brownian motion is a model where to build a invariant measure.
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Copyright (c) 2006 Claudio Fernando Balcázar Huapaya
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