Abstract. Models with a time delay often occur, since there is a naturally occurring delay in the transmission of information. A model with a delay can be noninvertible, which in turn leads to qualitative dierences between the dynamical properties of a delay equation and the familiar case of an ordinary dierential equation. We give speci c conditions for the existence of noninvertible solutions in delay equations, and describe the consequences of noninvertibility. 1. Introduction. Dela
This thesis is about dynamical systems exhibiting chaotic behavior and delayed differential equation...
In this paper, we present some asymptotic results related to the scalar dynamic equation with a dela...
We study the exact and approximate solutions of a delay differential equation with var-ious types of...
AbstractGeneral conditions guaranteeing the nonnegativity of solutions of delay differential equatio...
Deterministic dynamical system models with delayed feedback and nonnegativity constraints arise in a...
Abstract. Deterministic dynamical system models with delayed feedback and non-negativity constraints...
It is noteworthy to observe that a first-order linear ordinary differential equation without delay ...
We first give conditions which guarantee that every solution of a first order linear delay dynamic e...
Deterministic dynamical system models with delayed feedback and state constraints arise in a variety...
Não disponívelThis work is essentially diuided in two parts. In the first part we introduce the conc...
AbstractExistence principles for systems of differential-difference equations of delay type are esta...
Inspired by a biological model on genetic repression proposed by P. Jacob and J. Monod, we introduc...
In this article, we investigate oscillatory nature of all solutions of a class of delay dynamic equa...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
We provide explicit conditions for uniform stability, global asymptotic stability and uniform expone...
This thesis is about dynamical systems exhibiting chaotic behavior and delayed differential equation...
In this paper, we present some asymptotic results related to the scalar dynamic equation with a dela...
We study the exact and approximate solutions of a delay differential equation with var-ious types of...
AbstractGeneral conditions guaranteeing the nonnegativity of solutions of delay differential equatio...
Deterministic dynamical system models with delayed feedback and nonnegativity constraints arise in a...
Abstract. Deterministic dynamical system models with delayed feedback and non-negativity constraints...
It is noteworthy to observe that a first-order linear ordinary differential equation without delay ...
We first give conditions which guarantee that every solution of a first order linear delay dynamic e...
Deterministic dynamical system models with delayed feedback and state constraints arise in a variety...
Não disponívelThis work is essentially diuided in two parts. In the first part we introduce the conc...
AbstractExistence principles for systems of differential-difference equations of delay type are esta...
Inspired by a biological model on genetic repression proposed by P. Jacob and J. Monod, we introduc...
In this article, we investigate oscillatory nature of all solutions of a class of delay dynamic equa...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
We provide explicit conditions for uniform stability, global asymptotic stability and uniform expone...
This thesis is about dynamical systems exhibiting chaotic behavior and delayed differential equation...
In this paper, we present some asymptotic results related to the scalar dynamic equation with a dela...
We study the exact and approximate solutions of a delay differential equation with var-ious types of...