ABSTRACT In this paper, the conformable sub-equation method is proposed to construct exact solutions of the space-time resonant nonlinear Schrödinger equation (R-NLSE). Conformable derivatives are described by Atangana's-conformable derivative. Some… Click to show full abstract
ABSTRACT In this paper, the conformable sub-equation method is proposed to construct exact solutions of the space-time resonant nonlinear Schrödinger equation (R-NLSE). Conformable derivatives are described by Atangana's-conformable derivative. Some soliton solutions are constructed under some constraint conditions. The solutions obtained confirm that the conformable sub-equation method is a powerful an efficient technique for analytic treatment of a wide variety of nonlinear conformable partial differential equations in mathematical physics.
Journal Title: Waves in Random and Complex Media
Year Published: 2019
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