A Fuzzy Solution of Fractional Differential Equations by Fuzzy Conformable Laplace Transforms

Abstract

The fuzzy conformable Laplace transforms proposed in \cite{lp} are used to solve only fuzzy fractional differential equations of order $ 0 < \iota \leq 1$. In this article, under the generalized conformable fractional derivatives notion, we extend and use this method to solve fuzzy fractional differential equations of order $ 0 < \iota \leq 2$.

Keywords

• fuzzy conformable laplace transforms
• generalized conformable fractional derivatives
• fuzzy fractional differential equations
• analytic solution method