Higher-order stochastic optical new shock-like and super solitary structures for Schrödinger model

In this paper, we look at higher-order nonlinear Schrö dinger equation (HONLSE) through stochastic sense. This equation is examined in the presence of Brownian motion and noise term. Using the robust solver, we generate several new crucial stochastic solutions for the HONLSE. During fibre transmissions, the HONLSE coefficients, such as nonlinearity, dispersion and noise term, influenced the solitonic picture. The solitary properties of communication fibers were altered by higher-order features. To illustrate how these optical solutions behave physically, certain representations of the acquired solutions as super and shock-like shapes are introduced. The presented research can be extended to other nonlinear equations with comparable properties. (author)