The nonlinear integro differential Ito dynamical equation via three modified mathematical methods and its analytical solutions
Abstract In this work, we construct traveling wave solutions of (1+1) dimensional Ito integro differential equation via three analytical modified mathematical methods. We have also compared our achieved results with other different articles. Portrayed of some 2D and 3D figures via Mathematica software demonstrates to understand the physical phenomena of the nonlinear wave model. These methods are powerful mathematical tools for obtaining exact solutions of nonlinear evolution equations and can be also applied to non integrable equations as well as integrable ones. Hence worked out results ascertained suggested that employed techniques best to deal NLEEs.