OPTICAL SOLITARY WAVE SOLUTIONS OF THE GENERALIZED NONLINEAR FRACTIONAL (2+1)-DIMENSIONAL ZOOMERON

We define a generalised nonlinear fractional (2+1)-dimensional Zoomeron (GNFDZ) equation by changing the beginning coefficients of the nonlinear fractional (2+1)-dimensional Zoomeron (NFDZ) equation. The creation of exact optical soliton solutions to the newly acquired equation is thus of importance. Using fractional complex transforms, the fractional equation is first turned into a nonlinear and partial differential equation (NPDE). The Bogning-Djeumen Tchao – Kofané method (BDKm), a novel method, is then used to create accurate solutions to NPDEs. In our research, we discovered a number of innovative optical soliton solutions.

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