A NOVEL ANALYTICAL METHOD WITH FRACTIONAL COMPLEX TRANSFORM FOR NEW EXACT SOLUTIONS OF TIME-FRACTIONAL FIFTH-ORDER SAWADA-KOTERA EQUATION

In the present paper, we construct analytical exact solutions of a nonlinear evolution equation in mathematical physics; namely the time-fractional fifth-order Sawada-Kotera equation by the tanh-sech method via fractional complex transform. As a result, new types of exact analytical solutions are obtained. Here the fractional derivative is described in Jumarie's modified Ricmann-Liouville sense.