Submitted:
05 December 2016
Posted:
05 December 2016
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Abstract
The three dimensional conformable time fractional Kadomtsev-Petviashvili and the conformable time fractional modified Kawahara equations are solved by implementing the Kudryashov's procedure. The corresponding wave transformation reduces both equations to some ODEs. Balancing the nonlinear and the highest order derivative terms gives the structure of the solutions in the finite series form. The useful symbolic tools are used to solve the resultant algebraic systems. The solutions are expressed in explicit forms.
Keywords:
conformable time fractional (3+1)-dimensional Kadomtsev-Petviashvili equation
; conformable time fractional modified Kawahara equation
; modified Kudryashov method
; wave solution
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