New multiple-different impressive perceptions for the solitary solution to the magneto-optic waveguides with anti-cubic nonlinearity

Abstract

In this study, we will establish multiple-impressive different perceptions for the solitary wave solution to the magneto-optic waveguides with anti-cubic nonlinearity (MOWWACN) in the framework of three distinct manners. The three manners are implemented in the same vein and parallel to extract multiple new perceptions for the solitary wave solutions to this model. The first one is the extended simple equation method (ESEM), while the second one is the Paul-Painlevé approach method (PPAM) and the third one is the Riccati-Bernolli Sub ODE method (RBSODM). A good comparison has been constructed not only between our extracted solitary wave solutions which are achieved by these three methods but also with that extracted previously by other authors.