Non-negative definite Lyapunov functionals are employed to obtain sufficient conditions that guarantee exponential stability of the zero solution of a non-linear discrete system. The theory is illustrated with several examples
The paper investigates the exponential stability and exponential estimate of the norms of solutions ...
En este trabajo de grado se presentan algunas aplicaciones del teorema de estabilidad de Liapunov p...
In this paper, we give criteria for instability and asymptotic instability for the null solution to ...
One of the directions arising from applications of difference equa-tions is linked with qualitative ...
In this paper, we give sufficient conditions for the exponential stability of a class of nonlinear t...
In this paper, by using a novel approach, we first prove a new generalization of discrete-type Halan...
AbstractThe aim of this article is to present some new stability sufficient conditions for discrete-...
AbstractThe aim of this article is to present some new stability sufficient conditions for discrete-...
The aim of this paper is to characterize the exponential stability of linear systems of difference e...
AbstractIn this paper, by using elementary analysis, we establish some new Lyapunov-type inequalitie...
The aim of this paper is to apply Lyapunov functions to obtain some necessary and sufficient conditi...
This paper investigates stability conditions and positivity of the solutions of a coupled set of non...
Abstract: This paper presents a proof that the use of polynomial Lyapunov functions is not conservat...
The paper is devoted to the discrete Lyapunov equation X − A * X A = C , where A and ...
AbstractIn this work, we introduce discrete type inequalities. On the basis of these inequalities, w...
The paper investigates the exponential stability and exponential estimate of the norms of solutions ...
En este trabajo de grado se presentan algunas aplicaciones del teorema de estabilidad de Liapunov p...
In this paper, we give criteria for instability and asymptotic instability for the null solution to ...
One of the directions arising from applications of difference equa-tions is linked with qualitative ...
In this paper, we give sufficient conditions for the exponential stability of a class of nonlinear t...
In this paper, by using a novel approach, we first prove a new generalization of discrete-type Halan...
AbstractThe aim of this article is to present some new stability sufficient conditions for discrete-...
AbstractThe aim of this article is to present some new stability sufficient conditions for discrete-...
The aim of this paper is to characterize the exponential stability of linear systems of difference e...
AbstractIn this paper, by using elementary analysis, we establish some new Lyapunov-type inequalitie...
The aim of this paper is to apply Lyapunov functions to obtain some necessary and sufficient conditi...
This paper investigates stability conditions and positivity of the solutions of a coupled set of non...
Abstract: This paper presents a proof that the use of polynomial Lyapunov functions is not conservat...
The paper is devoted to the discrete Lyapunov equation X − A * X A = C , where A and ...
AbstractIn this work, we introduce discrete type inequalities. On the basis of these inequalities, w...
The paper investigates the exponential stability and exponential estimate of the norms of solutions ...
En este trabajo de grado se presentan algunas aplicaciones del teorema de estabilidad de Liapunov p...
In this paper, we give criteria for instability and asymptotic instability for the null solution to ...
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