Let dx/dt = f(t,x) be a smooth differential equation in R×R^n and M be an s--compact invariant set in Rx R^n. Assume the existence of a smooth invariant set Φ in R×Rn containing M such that M is uniformly asymptotically stable with respect to the perturbations lying on Φ. We analyze the influence of the stability properties of Φ "near M" on the unconditional stability properties of M. A comparison with some classical results concerning the autonomous or the periodic case is also given
This paper concerns the analysis of transferring stability properties from an invariant manifold to ...
Não disponívelThis work consists essentially of two parts: In the first part we study the asymptotic...
Não disponívelThis work is essentially diuided in two parts. In the first part we introduce the conc...
Let dx/dt = f(t,x) be a smooth differential equation in R×R^n and M be an s--compact invariant set ...
Submitted for evaluation and publication in AutomaticaReduction theorems provide a framework for sta...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
The notion of B-stability was introduced and comprehensively studied in [1{3]. This notion can be ap...
The relationship between conditional and unconditional asymptotic stability properties of the null s...
Consider a smooth ω-periodic differential system in R×R^n, say S, of ordinary differential equation...
Não disponívelIn many problems, like those relative to adaptive control systems, it is necessary to ...
AbstractIt is known that if T: X → X is completely continuous or if there exists an n0 > 0 such that...
Stability properties of equilibrium for a differential system satisfying a Lipschitz condition unifo...
A basic feedback control problem is that of obtaining some desired stability property from a system ...
This paper concerns the bifurcation problem from equilibrium to invariant s-compact periodic sets i...
The theory of extensions of the dynamical equations on the torus is an important section of the theo...
This paper concerns the analysis of transferring stability properties from an invariant manifold to ...
Não disponívelThis work consists essentially of two parts: In the first part we study the asymptotic...
Não disponívelThis work is essentially diuided in two parts. In the first part we introduce the conc...
Let dx/dt = f(t,x) be a smooth differential equation in R×R^n and M be an s--compact invariant set ...
Submitted for evaluation and publication in AutomaticaReduction theorems provide a framework for sta...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
The notion of B-stability was introduced and comprehensively studied in [1{3]. This notion can be ap...
The relationship between conditional and unconditional asymptotic stability properties of the null s...
Consider a smooth ω-periodic differential system in R×R^n, say S, of ordinary differential equation...
Não disponívelIn many problems, like those relative to adaptive control systems, it is necessary to ...
AbstractIt is known that if T: X → X is completely continuous or if there exists an n0 > 0 such that...
Stability properties of equilibrium for a differential system satisfying a Lipschitz condition unifo...
A basic feedback control problem is that of obtaining some desired stability property from a system ...
This paper concerns the bifurcation problem from equilibrium to invariant s-compact periodic sets i...
The theory of extensions of the dynamical equations on the torus is an important section of the theo...
This paper concerns the analysis of transferring stability properties from an invariant manifold to ...
Não disponívelThis work consists essentially of two parts: In the first part we study the asymptotic...
Não disponívelThis work is essentially diuided in two parts. In the first part we introduce the conc...
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