AbstractA system of functional differential equations with delay dz/dt=Z(t,zt), where Z is the vector-valued functional is considered. It is supposed that this system has a zero solution z=0. Definitions of its partial stability, partial asymptotical stability, and partial equiasymptotical stability are given. Theorems on the partial equiasymptotical stability are formulated and proved
In this paper the stability of the zero equilibrium of a system with time delay is studied. The crit...
AbstractOur aim is to obtain conditions under which every solutionyof the vector functional differen...
The paper is devoted to the study of asymptotic properties of a real two-dimensional differential sy...
We consider a system of functional differential equations with finite delay written as x′(t) = f(t,...
This paper is a survey of the recent results of the author on the stability of linear and nonlinear ...
The stability of the zero solution of a system of first-order linear functional differential equatio...
In this paper, we consider linear and nonlinear perturbations of a linear autonomous functional diff...
AbstractLiapunov methods are used to give conditions ensuring that the zero solution of a system of ...
AbstractResults involving uniform stability and uniform asymptotic stability in terms of two measure...
In this paper, we study asymptotic stability of solutions of the following functional differential e...
Não disponívelIn this work we consider three parts. In the first one we develop certain basic facts ...
We consider a general class of the nonlinear non-stationary system of functional differential equati...
The asymptotic stability and contractivity properties of solutions of a class of delay functional in...
problem for the functional differential equation of infinite delay (1.1) { u'(t) u(t) =+ (t), ...
Computation of asymptotic stability for a class of partial differential equations with delay
In this paper the stability of the zero equilibrium of a system with time delay is studied. The crit...
AbstractOur aim is to obtain conditions under which every solutionyof the vector functional differen...
The paper is devoted to the study of asymptotic properties of a real two-dimensional differential sy...
We consider a system of functional differential equations with finite delay written as x′(t) = f(t,...
This paper is a survey of the recent results of the author on the stability of linear and nonlinear ...
The stability of the zero solution of a system of first-order linear functional differential equatio...
In this paper, we consider linear and nonlinear perturbations of a linear autonomous functional diff...
AbstractLiapunov methods are used to give conditions ensuring that the zero solution of a system of ...
AbstractResults involving uniform stability and uniform asymptotic stability in terms of two measure...
In this paper, we study asymptotic stability of solutions of the following functional differential e...
Não disponívelIn this work we consider three parts. In the first one we develop certain basic facts ...
We consider a general class of the nonlinear non-stationary system of functional differential equati...
The asymptotic stability and contractivity properties of solutions of a class of delay functional in...
problem for the functional differential equation of infinite delay (1.1) { u'(t) u(t) =+ (t), ...
Computation of asymptotic stability for a class of partial differential equations with delay
In this paper the stability of the zero equilibrium of a system with time delay is studied. The crit...
AbstractOur aim is to obtain conditions under which every solutionyof the vector functional differen...
The paper is devoted to the study of asymptotic properties of a real two-dimensional differential sy...
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