摘要：We first present several existence results and compactness of solutions set for the following Volterra type integral inclusions of the form: , where , is the infinitesimal generator of an integral resolvent family on a separable Banach space , and is a set-valued map. Then the Filippov's theorem and a Filippov-Ważewski result are proved.
关键词：Banach Space ; Mild Solution ; Fractional Differential Equation ; Separable Banach Space ; Measurable Selection
