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In this paper, the generalized concept of conformable fractional derivatives of order q ∈ (n, n + 1] for fuzzy functions is introduced. We presented the definition and proved properties and theorems of these derivatives. $e fuzzy conformable fractional differential equations and the properties of the fuzzy solution are investigated, developed, and proved. Some examples are provided for both the new solutions.

Solving Higher-Order Fractional Differential Equations by the Fuzzy Generalized Conformable Derivatives