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This paper is committed to establishing the assumptions essential for theexistence and uniqueness results of a fractional functional integrodifferentialequation (FFIDE) having a derivative of generalized Hilfer type. Using thePicard operator method, and Banach fixed point theorem, we obtain the existenceand uniqueness solution to the proposed problem. Along with this, theUlam-Hyers Mittag-Leffler (UHML) stability is discussed via Pachpatte'sinequality. For supporting our results, an illustrative example will beintroduced.

Existence and Ulam-Hyers Mittag-Leffler stability of $\psi $-Hilfer fractional functional integrodifferential equation