This paper first provides a concept of almost sure stability for uncertain delay differential equations and analyzes this new sort of stability. In addition, this paper derives three sufficient conditions for uncertain delay differential equations being stable almost surely. Finally, the relationship between almost sure stability and stability in measure for uncertain delay differential equations is discussed
This thesis deals with asymptotic stability analysis of delayed differential equations. First we foc...
As is stated in reference 2, the systematic study of differential equations with retarded arguments ...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...
In this paper we first discuss the robust stability of uncertain linear stochastic differential dela...
In this paper we first discuss the robust stability of uncertain linear stochastic differential dela...
Uncertainty theory is a branch of mathematics based on normolity, duality, subadditivity and product...
summary:We propose a new method for studying stability of second order delay differential equations....
AbstractThis paper is concerned with stability analysis for uncertain systems. The systems are based...
Some new stability results are given for a delay integro-differential equation. A basis theorem on t...
AbstractTwo unsolved problems of the stability theory for stochastic differential equations with del...
There exists a well-developed stability theory for all classes of functional-differential equations ...
A stability theory of nonlinear impulsive delay differential equations (IDDEs) is established. Exist...
International audienceThis monograph is devoted to the effect of delays on the stability properties ...
Abstract In this paper, we establish some criteria on robust exponential stability by using the form...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
This thesis deals with asymptotic stability analysis of delayed differential equations. First we foc...
As is stated in reference 2, the systematic study of differential equations with retarded arguments ...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...
In this paper we first discuss the robust stability of uncertain linear stochastic differential dela...
In this paper we first discuss the robust stability of uncertain linear stochastic differential dela...
Uncertainty theory is a branch of mathematics based on normolity, duality, subadditivity and product...
summary:We propose a new method for studying stability of second order delay differential equations....
AbstractThis paper is concerned with stability analysis for uncertain systems. The systems are based...
Some new stability results are given for a delay integro-differential equation. A basis theorem on t...
AbstractTwo unsolved problems of the stability theory for stochastic differential equations with del...
There exists a well-developed stability theory for all classes of functional-differential equations ...
A stability theory of nonlinear impulsive delay differential equations (IDDEs) is established. Exist...
International audienceThis monograph is devoted to the effect of delays on the stability properties ...
Abstract In this paper, we establish some criteria on robust exponential stability by using the form...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
This thesis deals with asymptotic stability analysis of delayed differential equations. First we foc...
As is stated in reference 2, the systematic study of differential equations with retarded arguments ...
AbstractFor linear delay differential and difference equations with one coefficient matrix A, we giv...