Electronic Journal of Differential Equations,
Vol. 2009(2009), No. 111, pp. 1-14.

Title: Existence of quadratic-mean almost periodic solutions to some
       stochastic hyperbolic differential equations

Authors: Paul H. Bezandry (Howard Univ., Washington, DC, USA)
         Toka Diagana     (Howard Univ., Washington, DC, USA)

Abstract:
 In this paper we obtain the existence of quadratic-mean almost
 periodic solutions to some classes of partial hyperbolic
 stochastic differential equations. The main result of this paper
 generalizes in a natural fashion some recent results by authors.
 As an application, we consider the existence of quadratic-mean
 almost periodic solutions to the stochastic heat equation with
 divergence terms.

Submitted May 1, 2009. Published September 10, 2009.
Math Subject Classifications: 34K14, 60H10, 35B15, 34F05.
Key Words: Stochastic differential equation; stochastic processes;
 quadratic-mean almost periodicity; Wiener process.