Abstract
The current work is on the retrieval of dispersive stochastic optical solitons that are modeled by the Schrödiner–Hirota equation with the fiber maintaining power law of nonlinearity. The stochasticity, from the multiplicative white noise effect, leads to the implementation of the Itô Calculus. The ϕ6–expansion scheme yields soliton solutions with the limiting approach being applied to Jacobi's elliptic functions with respect to the modulus of ellipticity.
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