solutions of nonlinear fractional partial differential-difference equations using the generalized-exponential-rational-function

The central topic of the present article is the investigation of solutions of nonlinear fractional partial differential models (nfpddes) using the generalized-exponential-rational-function (geeraf) method. in this regard, the jumarie’s modified-riemann-liouville (jmrl) derivative has been used to convert the proposed model into ordinary differential-difference model (oddem). this efficient proposed method can be used as a replacement for generating novel types of solutions to nfpddes in scientific issues. according to the scientific literature, our findings have not been published before in any other sources.