Optical solutions to the stochastic Fokas–Lenells equation with multiplicative white noise in Itô sense using Jacobi elliptic expansion function method

Abstract
In this paper, we study the stochastic Fokas–Lenells equation with multiplicative white noise in the Itô sense. For this purpose, we will use the Jacobi elliptic expansion function method. The nonlinear partial differential equation is transformed into ordinary differential equations through the symmetry reduction technique. New optical solutions are constructed as dark, combined hyperbolic, periodic, bright, and rational solutions. Depending on the parameters, these optical solutions exhibit varying periods of qualitative characteristics. Furthermore, the effects of time on the solutions of the nonlinear stochastic Fokas– Lenells equation are examined. In addition, graphical representations of a few solutions are included to supplement our analysis.

Author
Dr. Karmina Ali

DOI
https://doi.org/10.1007/s11082-024-06519-z

Publisher
Optical and Quantum Electronics

ISSN
0306-8919

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