1. Introduction. The literature devoted to the theory and applications of differential equations
with deviating argument (DEDA) continues to grow very rapidly. Thus, only last year, not less …

In this paper linear systems with delays in state and/or control variables are considered. The
objective is to design a feedback law which yields a finite spectrum of the closed-loop …

Suppose ze Z is the state at time zero of a dynamical system defined on a Banach space Z,
and the state at time t is z (t). If we assume that the dynamics which govern the evolution …

The paper contains systems descriptions and fundamental results concerning the solution of
the most popular linear continuous-time control models with constant coefficients. First …

A general linear autonomous system with both discrete and distributed delays in state and
control variables is considered and an open-loop stabilizability problem is posed. It is …

A linear neutral functional differential equation is called strongly exponentially stable if it is
exponentially stable when subjected to small variations in the delays. In this paper we …

State-of-the-art in qualitative theory of functional differential equations; Most of the new
material has never appeared in book form and some not even in papers; Second edition …

Notions of exponential stability independent of delay and stabilizability independent of delay
are developed for the class of delay differential systems of the retarded type with …

In this paper we are concerned with stability problems for infinite dimensional systems. First
we review the theory for linear systems where the dynamics are governed by strongly …

We investigate limitations of certain stabilization methods for time-delay systems. The class
of methods under consideration implements the control law through a Volterra integral …