The author provides sufficient conditions for the controllability of the following semilinear evolution differential inclusion with nonlocal conditions
where is a nondensely defined closed linear operator, is a multivalued map is the family of all subsets of ) and is a continuous function. The control function is given in , a Banach space of admissible control functions with as a Banach space. Finally, is a bounded linear operator from to and is a separable Banach space. The proofs rely on the theory of integrated semigroups and the Bohnenblust-Karlin fixed-point theorem.