Add to ORKGThe author presents a theory of weak asymptotic stability for controlled systems which is further specified for periodic systems. The approach is based on set-valued calculus and the theory of Lyapunov exponents
The stability of equilibrium points of large scale dynamical systems described by differential equat...
A new method of constructing Liapunov functions is applied to systems described by non-linear, secon...
The partitioning technique and the state variable approach have been applied to analyze and to study...
In this paper we present some results on the global stability of the trivial solutions x≡ 0 of the s...
In this paper, necessary and sufficient numerical conditions for stability and for asymptotic stabil...
The talk presents some concepts and results from systems and control theory, focusing on convergence...
In this paper a new general method is developed by means of which one can ascertain whether a nonlin...
In this survey, we introduce the notion of stability of time varying nonlinear systems. In particula...
summary:In this paper, we establish some new sufficient conditions for uniform global asymptotic sta...
Pointwise asymptotic stability is a property of a set of equilibria of a dynamical system, where eve...
Asymptotic and periodic behavior prediction for nonlinear control system with mathematical model of ...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)Fundação de Amparo à Pesquisa do...
One of the most important areas of nonlinear control system study is system stability. Unlike linear...
This paper deals with the problem of the estimation of regions of asymptotic stability for continuou...
When a non-linear system has a strict Lyapunov function, its stability can be studied using standard...
The stability of equilibrium points of large scale dynamical systems described by differential equat...
A new method of constructing Liapunov functions is applied to systems described by non-linear, secon...
The partitioning technique and the state variable approach have been applied to analyze and to study...
In this paper we present some results on the global stability of the trivial solutions x≡ 0 of the s...
In this paper, necessary and sufficient numerical conditions for stability and for asymptotic stabil...
The talk presents some concepts and results from systems and control theory, focusing on convergence...
In this paper a new general method is developed by means of which one can ascertain whether a nonlin...
In this survey, we introduce the notion of stability of time varying nonlinear systems. In particula...
summary:In this paper, we establish some new sufficient conditions for uniform global asymptotic sta...
Pointwise asymptotic stability is a property of a set of equilibria of a dynamical system, where eve...
Asymptotic and periodic behavior prediction for nonlinear control system with mathematical model of ...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)Fundação de Amparo à Pesquisa do...
One of the most important areas of nonlinear control system study is system stability. Unlike linear...
This paper deals with the problem of the estimation of regions of asymptotic stability for continuou...
When a non-linear system has a strict Lyapunov function, its stability can be studied using standard...
The stability of equilibrium points of large scale dynamical systems described by differential equat...
A new method of constructing Liapunov functions is applied to systems described by non-linear, secon...
The partitioning technique and the state variable approach have been applied to analyze and to study...