Controllability of an Abstract Partial Integro‐Differential System with Delay and Impulses

This study deals with the controllability of a class of non‐densely defined abstract partial impulsive integro‐differential systems having finite delay in a nonlocal domain. We derive sufficient criteria to ensure the controllability of the system. Our analysis assumes the existence of a resolvent operator for the homogeneous part and applies Schauder's fixed‐point theorem. To conclude, the results are illustrated with an example.