APPLICATION OF THE YANG-LAPLACE TRANSFORMS TO SOLUTION TO NONLINEAR FRACTIONAL WAVE EQUATION WITH LOCAL FRACTIONAL DERIVATIVE

摘要

Yang-Laplace transforms is an alternative approach to nonlinear fractional equations with local fractional derivative and local fractional integral. This paper presents a new wave equation with local fractional derivative. Finally, by using the Yang-Laplace transforms, its solution to nonlinear fractional wave equation is investigated in detail.