Electronic Journal of Differential Equations,
Vol. 2012 (2012), No. 156, pp. 1-21.

Title: Existence of almost periodic solutions for semilinear stochastic
       evolution equations driven by fractional Brownian motion

Author: Paul H. Bezandry (Howard Univ., Washington, DC, USA)

Abstract:
 This article  concerns the existence of almost periodic solutions
 to a class of abstract stochastic evolution equations driven by
 fractional Brownian motion in a separable real Hilbert space.
 Under some sufficient conditions, we establish the existence and
 uniqueness of a pth-mean almost periodic mild solution to those
 stochastic differential equations.

Submitted May 4, 2012. Published September 07, 2012.
Math Subject Classifications: 60H05, 60H15, 34G20, 43A60.
Key Words: Stochastic differential equation; stochastic processes;
           almost periodic; Wiener process.