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Title Analytic solutions for stochastic fourth-order (2+1)-dimensional NLSE with higher order odd and even terms using IMETFM
Type JournalPaper
Keywords Solitons Fourth-order (2?1)-dimensional nonlinear Schrödinger equation · Stochastic system · Wiener process · IMETFM
Abstract Our goal in this paper is to obtain the analytic solutions for stochastic fourth-order (2?1)- dimensional nonlinear Schrödinger equation (NLSE) with higher order odd and even terms. Our Study mainly depends on applying the improved modified extended tanh function method (IMETFM) to get the soliton wave solutions and other exact wave solutions of our model of interest. These solutions such as (bright, dark, singular) solitons, hyperbolic solutions, periodic solutions, singular periodic solutions, rational solutions, Jacobi elliptic functions solutions and Weierstrass elliptic functions solutions. Graphical representations of some of the extracted solutions using different noise intensities are shown to demonstrate the influence of the noise.
Researchers Mostafa Eslami (Not In First Six Researchers), A. El-Gaber (Fifth Researcher), mohammad Mirzazadeh (Fourth Researcher), Hamdy Ahmed (Third Researcher), Mohamed M. A. El-Sheikh (Second Researcher), Mohammad Shehab (First Researcher)