1. STATEMENT OF THE PROBLEM Consider the systems of linear delay differential
equations of the form d dt (y (t)+ Dy (t− τ))= Ay (t)+ By (t− τ), t> 0,(1.1) where A, B, and D are …

We consider the class of linear systems of delay differential equations with periodic
coefficients. Using a special class of Lyapunov–Krasovskiĭ functionals, we establish …

Under study is a systemof linear differential equations of neutral type with several delays of
the argument. We obtain the conditions on the matrix coefficients of the system under which …

ASYMPTOTIC PROPERTIES OF SOLUTIONS TO SYSTEMS OF NEUTRAL TYPE
DIFFERENTIAL EQUATIONS WITH VARIABLE DELAY Page 1 Journal of Mathematical …

The class of nonlinear systems of delay differential equations with periodic coefficients in
linear terms is considered. By using a special class of Lyapunov–Krasovskii functionals …

In the present article, we consider a class of systems of linear differential equations with
infinite distributed delay and periodic coefficients. We use the Lyapunov–Krasovskiĭ …

We consider one class of systems of nonautonomous linear differential equations of neutral
type with distributed delay. We obtain sufficient conditions for the exponential stability of the …

In the present paper we study stability of solutions to systems of linear differential equations
of neutral type d dt (y (t)+ Dy (t− τ))= Ay (t)+ By (t− τ), t> τ, where A, B, D are n× n numerical …

We derive new sufficient conditions for uniform asymptotic stability of the zero solution of
linear non-autonomous delay differential equations. The equations considered include …

In the paper we consider a system of linear differential equations of neutral type with
periodic coefficients and with distributed delay. Sufficient conditions for the exponential …