In this paper, we employ a mapping method to solve fractional Os-trovski equation. We derive Jacobi elliptic function solutions and de-duce the trigonometric function solutions, solitary wave solutions and the singular wave solutions when the modulus of the elliptic functions approach 0 or 1. The solitary wave solutions and singular wave solu-tions have been plotted for different values of the parameters for both the Fractional Ostrovski equation as well as the Ostrovsky equation.
- Fractional ostrovsky equation
- Jacobi elliptic functions
- Singular wave solutions
- Soli-tary wave solutions
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