Solving fuzzy fractional differential equations by fuzzy Laplace transforms

This paper deals with the solutions of fuzzy fractional differential equations (FFDEs) under Riemann–Liouville H-differentiability by fuzzy Laplace transforms. In order to solve FFDEs, it is necessary to know the fuzzy Laplace transform of the Riemann–Liouville H-derivative of f, RL D a + β f ( x ) . The virtue of L RL D a + β f ( x ) is that can be written in terms of L[f(x)]. Moreover, some illustrative examples are solved to show the efficiency and utility of Laplace transforms method.