Existence and uniqueness results for a semilinear fuzzy fractional elliptic equation

AZIZ EL GHAZOUANI, Amale Talhaoui, M’hamed Elomari, Said Melliani

Abstract


The purpose of this study is to look at a family of starting value problem for semilinear fuzzy fractional elliptic equation with fractional Caputo derivatives. Firstly, we are going to extend the definition of laplacian operator under generalized H-differentiability in the Fuzzy systems. Secondly, the fuzzy integral equation are founded. Then, the existence and uniqueness of a fuzzy solution are etablished utilizing the Banach fixed point assessment method under Lipschitz conditions. Finally, we conclude our work by a conclusion.

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