Impulsive neutral integrodifferential equations on unbounded intervals (Q2568725)

The authors investigate the existence of solutions of a class of impulsive neutral integro-differential equations in unbounded intervals. The main results are obtained by using the fixed-point theorem by Schaefer and recent results on compactness of a continuous operator on the Banach space of bounded continuous function from a topological space into \(\mathbb R^n\).