The Existence Of Solutions Of Two Impulsive Differential Equations

This dissertation is concerned with two impulsive functional differential equations, which is composed of three parts.In the chapter one, we survey the development of functional differential equations and anti-periodic boundary value problems for impulsive integral differential equations. Main results in this paper are summarized.In the chapter two, by means of monotone iterative methods and some analysis techniques, we discuss a class of impulsive integral differential equation and some sufficient conditions for anti-periodic solutions are obtained.Chapter three deals with boundary value problems for nonlinear impulsive differential equations on unbounded domains. Some results are obtained by contraction mapping principle.