Add to ORKGIn this paper, the unilateral Laplace transform is used to derive a closed-form formula for a solution of a system of nonhomogeneous linear differential equations with any finite number of constant delays and linear parts given by pairwise permutable matrices. This unifies the recent results on the representation of such solutions
AbstractThe infinite-delay-differential equations (IDDEs) are studied and the analytic solution of a...
AbstractFirst, we systematize earlier results on the global stability of the model x˙+μx=f(x(⋅−τ)) o...
AbstractA general linear boundary value problem for a nonlinear system of delay differential equatio...
A new method is given to estimate an ultimate state bound on a time-varying linear system with delay...
AbstractIn the investigation performed we give, on half-infinity discrete intervals, formulas for so...
AbstractSome new sufficient conditions are established for the oscillation of delay parabolic differ...
AbstractThis paper employs the variational iteration method (VIM) to obtain analytical solutions of ...
AbstractOne of the main results in a recent paper [P.H.A. Ngoc, On exponential stability of nonlinea...
In this paper the method of quasiliniarization, an application of Newton's method, recently generali...
AbstractIn this work we study a scalar integro-differential equation and give some new conditions en...
AbstractAn approach for the numerical solution of linear delay differential equations, different fro...
International audienceIn this work, we study the existence of strong solutions for the followingdege...
The main aim of this paper is to study stochastic PDE's with delay terms. In fact, we prove existenc...
Sucient conditions are obtained for the instability of the zero solutionof a certain sixth order non...
This paper contains sufficient conditions under which there exist extremal solutions of initial valu...
AbstractThe infinite-delay-differential equations (IDDEs) are studied and the analytic solution of a...
AbstractFirst, we systematize earlier results on the global stability of the model x˙+μx=f(x(⋅−τ)) o...
AbstractA general linear boundary value problem for a nonlinear system of delay differential equatio...
A new method is given to estimate an ultimate state bound on a time-varying linear system with delay...
AbstractIn the investigation performed we give, on half-infinity discrete intervals, formulas for so...
AbstractSome new sufficient conditions are established for the oscillation of delay parabolic differ...
AbstractThis paper employs the variational iteration method (VIM) to obtain analytical solutions of ...
AbstractOne of the main results in a recent paper [P.H.A. Ngoc, On exponential stability of nonlinea...
In this paper the method of quasiliniarization, an application of Newton's method, recently generali...
AbstractIn this work we study a scalar integro-differential equation and give some new conditions en...
AbstractAn approach for the numerical solution of linear delay differential equations, different fro...
International audienceIn this work, we study the existence of strong solutions for the followingdege...
The main aim of this paper is to study stochastic PDE's with delay terms. In fact, we prove existenc...
Sucient conditions are obtained for the instability of the zero solutionof a certain sixth order non...
This paper contains sufficient conditions under which there exist extremal solutions of initial valu...
AbstractThe infinite-delay-differential equations (IDDEs) are studied and the analytic solution of a...
AbstractFirst, we systematize earlier results on the global stability of the model x˙+μx=f(x(⋅−τ)) o...
AbstractA general linear boundary value problem for a nonlinear system of delay differential equatio...