Boundary Value Problems Of Functional Differential Inclusions Of Fractional Order

Abstract

Our main purpose in this thesis is to give various existence results concerning the existence of solutions for boundary value problems of nonlocal fractional deferential inclusions with delay and contains the Caputo derivative sense in Banach spaces. In the second chapter we prove various existence results of the existence of solutions for boundary value problems of nonlocal fractional functional differential inclusions of order q 2 (1; 2) and with three-points boundary conditions.