Add to ORKGThis article concerns the two-dimensional Bernfeld-Haddock conjecture involving non-autonomous delay differential equations. Employing the differential inequality theory, it is shown that every bounded solution tends to a constant vector as $t\to \infty$. Numerical simulations are carried out to verify our theoretical findings
summary:We give an equivalence criterion on property A and property B for delay third order linear d...
Abstract—We study the limit properties of solutions for a class of systems of ordinary differen-tial...
AbstractIn this paper we consider a sufficient condition forW(t,x(t)) to approach zero ast→∞, wherex...
AbstractConsider the following system of delay differential equations {x1′(t)=−F(x1(t))+G(x2(t−r2)),...
summary:We present several results dealing with the asymptotic behaviour of a real two-dimensional s...
The asymptotic behaviour of a real two-dimensional differential system ∑′()=()()+=1()(())+ℎ(,(),(...
Abstract. A useful method for the investigation of the asymptotic behaviour of the solutions of two-...
summary:In this article, stability and asymptotic properties of solutions of a real two-dimensional ...
AbstractIn this paper, the author investigates the asymptotic properties of solutions of the nonhomo...
AbstractThis paper deals with asymptotic behavior of solutions of the nonlinear nonautonomous delay ...
The paper is devoted to the study of asymptotic properties of a real two-dimensional differential sy...
AbstractIn this paper we are concerned with non-autonomous functional differential equations with fi...
AbstractThe asymptotic behaviour of the solutions of the differential equations (r(t)x′(t))′ + f(t,x...
We are concerned with a class of $n$-dimensional non-autonomous delay differential equations obtaine...
We establish some new sufficient conditions to the uniform asymptotically stability and boundedness ...
summary:We give an equivalence criterion on property A and property B for delay third order linear d...
Abstract—We study the limit properties of solutions for a class of systems of ordinary differen-tial...
AbstractIn this paper we consider a sufficient condition forW(t,x(t)) to approach zero ast→∞, wherex...
AbstractConsider the following system of delay differential equations {x1′(t)=−F(x1(t))+G(x2(t−r2)),...
summary:We present several results dealing with the asymptotic behaviour of a real two-dimensional s...
The asymptotic behaviour of a real two-dimensional differential system ∑′()=()()+=1()(())+ℎ(,(),(...
Abstract. A useful method for the investigation of the asymptotic behaviour of the solutions of two-...
summary:In this article, stability and asymptotic properties of solutions of a real two-dimensional ...
AbstractIn this paper, the author investigates the asymptotic properties of solutions of the nonhomo...
AbstractThis paper deals with asymptotic behavior of solutions of the nonlinear nonautonomous delay ...
The paper is devoted to the study of asymptotic properties of a real two-dimensional differential sy...
AbstractIn this paper we are concerned with non-autonomous functional differential equations with fi...
AbstractThe asymptotic behaviour of the solutions of the differential equations (r(t)x′(t))′ + f(t,x...
We are concerned with a class of $n$-dimensional non-autonomous delay differential equations obtaine...
We establish some new sufficient conditions to the uniform asymptotically stability and boundedness ...
summary:We give an equivalence criterion on property A and property B for delay third order linear d...
Abstract—We study the limit properties of solutions for a class of systems of ordinary differen-tial...
AbstractIn this paper we consider a sufficient condition forW(t,x(t)) to approach zero ast→∞, wherex...