State dependent vector measures as feedback controls for impulsive systemsin Banach spaces

In this paper we consider a general class of impulsive systems in infinite dimensional Banach spaces with controls which are state dependent vector me asures. This class includes the classical model widely studied in the liter ature and also the model proposed recently by the author. We study the ques tions of existence and regularity properties of solutions for these models. Continuous dependence of solutions with respect to feedback control laws i s discussed. The paper is concluded with some comments on open problems in the area.