Abstract
The current paper recovers dispersive optical solitons in birefringent fibers that are modeled by the Schrodinger-Hirota equation with differential group delay and white noise. Ito Calculus conducts the preliminary analysis. The (G'/G)-expansion approach and the enhanced Kudryashov's scheme gave way to a wide spectrum of soliton solutions with the white noise component reflected in the phase of the soliton.