On Fractional Differential Equations With State-Dependent Delay Via Kuratowski Measure Of Noncompactness

Mohammed Belmekki, Kheira Mekhalfi


This paper is devoted to study the existence of mild solutions for
semilinear functional differential equations with state-dependent
delay involving the Riemann-Liouville fractional derivative in a
Banach space and resolvent operator. The arguments are based upon M\"{o}nch's fixed point theorem and the technique of measure of noncompactness.

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