In this paper we study stability and asymptotic behaviour of a real two-dimensional system
x′(t)= A (t) x (t)+ B (t) x (t− r)+ h (t, x (t), x (t− r)), where r> 0 is a constant delay, A, B and h …

The asymptotic behaviour and stability properties are studied for a real two‐dimensional
system x′(t)= A (t) x (t)+ B (t) x (θ (t))+ h (t, x (t), x (θ (t))), with a nonconstant delay t‐θ (t)≥ 0 …

The asymptotic behaviour of the solutions of a real two-dimensional system x′= A (t) x (t)+ B
(t) x (tr)+ h (t, x (t), x (tr)), where r> 0 is a constant delay, is studied under the assumption of …

The asymptotic properties of a real two-dimensional differential system x′(t)= A (t) x (t)+∑
k= 1mBk (t) x (θk (t))+ h (t, x (t), x (θ1 (t)),…, x (θm (t))) with unbounded nonconstant delays t …

The asymptotic behaviour of the solutions is studied for a real unstable two-dimensional
system $ x^{\prime}(t)={\mathsf A}(t) x (t)+{\mathsf B}(t) x (tr)+ h (t, x (t), x (tr)) $, where $ r> 0 …

Memoirs on Differential Equations and Mathematical Physics ASYMPTOTIC PROPERTIES OF
SOLUTIONS OF REAL TWO-DIMENSIONAL DIFFERENTI Page 1 Memoirs on Differential …

A nonlinear system of delay differential equations (DDEs) is considered. We obtain some
new results on the asymptotic stability of a zero solution of the considered system by using …

This paper is concerned with certain system of third order delay differential equation. By
using a suitable Lyapunov-Krasovskii functional as a tool, we investigate conditions for the …

On the stability of solutions of certain fourth order delay differential equations - ScienceDirect
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In this paper, the author gives certain sufficient conditions for the global asymptotic stability
and boundedness of solutions to a class of functional differential equations of third order …