Abstract
The solvability of a state-dependent integro-differential inclusion is the main focus of this research. A state-dependent Volterra-Fredholm integro-differential inclusion (V-FIDI) with a nonlocal condition is explored, along with the existence and uniqueness of its solutions. We first prove the existence and uniqueness properties of the solution under certain assumptions about the given data. Lastly, a sample that highlights the primary finding is provided.
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