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Title Extraction new solitons and other exact solutions for nonlinear stochastic concatenation model by modifed extended direct algebraic method
Type JournalPaper
Keywords Traveling wave solutions · Stochastic model · Wiener process
Abstract The optical soliton and exact solutions of the stochastic concatenation model are obtained by using the modifed extended direct algebraic method. This method provides a wide vari ety of stochastic solutions, including stochastic bright solitons, stochastic dark solitons, stochastic dark combo solitons, stochastic singular combo solitons, stochastic periodic solutions, stochastic rational solutions, stochastic Jacobi elliptic functions solutions and stochastic Weierstrass elliptic functions solutions. For a variety of nonlinear partial differ ential equations, this method offers a practical and effective method for determining exact solutions. The impact of the noise is illustrated graphically using examples of some of the retrieved solutions with various noise strengths
Researchers Mostafa Eslami (Not In First Six Researchers), mohammad Mirzazadeh (Fifth Researcher), Abollah Ali Geber (Fourth Researcher), Hamdy Ahmed (Third Researcher), Mohamed M. A. El-Sheikh (Second Researcher), Mohammad Shehab (First Researcher)