Asymptotic Representation of Solutions of Linear Functional Differential Equations

Abstract:

      In this paper, asymptotic representation of solutions of linear functional differential equations in R^ｎ is investigated with an uniform stability and convergence theorem for a special type of functional differential equations, and the same asymptotic integration formula same as that in is obtained under weaker conditions. The existence of some type of special solutions of the equations and the attractivity of the zero solutions of the equations are also investigated in the paper.