The first integral method for Wu Zhang system with conformable time fractional derivative
In this paper, the first integral method is used to construct exact solutions of the time fractional Wu Zhang system. Fractional derivatives are described by conformable fractional derivative. This method is based on the ring theory of commutative algebra. The results obtained confirm that the proposed method is an efficient technique for analytic treatment of a wide variety of nonlinear conformable time fractional partial differential equations.