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We discuss a new version of a method for obtaining exact solutions ofnonlinear partial differential equations. We call this method the SimpleEquations Method (SEsM). The method is based on representation of the searchedsolution as function of solutions of one or several simple equations. We showthat SEsM contains as particular case the Modified Method of Simplest Equation,G'/G - method, Exp-function method, Tanh-method and the method of Fourierseries for obtaining exact and approximate solutions of linear differentialequations. These methods are only a small part of the large amount of methodsthat are particular cases of the methodology of SEsM.

Simple equations method (SEsM) and some of its numerous particular cases