The relationship between conditional and unconditional asymptotic stability properties of the null solution of a differential system satisfying a Lipschitz condition, uniform on the time, are considered. The conditional properties are given on an invariant manifold defined by a first integrals. The results are illustrated by their applications to a bifurcation problem
The notion of B-stability was introduced and comprehensively studied in [1{3]. This notion can be ap...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
The relationship between conditional and unconditional asymptotic stability properties of the null s...
Stability properties of equilibrium for a differential system satisfying a Lipschitz condition unifo...
This paper concerns the analysis of transferring stability properties from an invariant manifold to ...
Abstract. In this paper, we investigate Lipschitz and asymptotic stability for perturbed nonlinear d...
Let dx/dt = f(t,x) be a smooth differential equation in R×R^n and M be an s--compact invariant set ...
AbstractIn this paper, we present a sufficient condition to ensure that if the zero solution of a li...
Many types of stability have beer, studied in the theory of ordinary differential equations. Our prc...
AbstractThe notion of Lipschitz stability for systems of ordinary differential equations (ODE) was i...
AbstractThis paper deals with the asymptotic stability of the null solution of a semilinear partial ...
A general class of nonlinear systems is investigated from the stand-point of global asymptotic stabi...
Using methods parallel to those of ordinary differential equations, stability of time-dependent diff...
Abstract. The notions of Lipschitz stability of impulsive systems of differential equations are exte...
The notion of B-stability was introduced and comprehensively studied in [1{3]. This notion can be ap...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
The relationship between conditional and unconditional asymptotic stability properties of the null s...
Stability properties of equilibrium for a differential system satisfying a Lipschitz condition unifo...
This paper concerns the analysis of transferring stability properties from an invariant manifold to ...
Abstract. In this paper, we investigate Lipschitz and asymptotic stability for perturbed nonlinear d...
Let dx/dt = f(t,x) be a smooth differential equation in R×R^n and M be an s--compact invariant set ...
AbstractIn this paper, we present a sufficient condition to ensure that if the zero solution of a li...
Many types of stability have beer, studied in the theory of ordinary differential equations. Our prc...
AbstractThe notion of Lipschitz stability for systems of ordinary differential equations (ODE) was i...
AbstractThis paper deals with the asymptotic stability of the null solution of a semilinear partial ...
A general class of nonlinear systems is investigated from the stand-point of global asymptotic stabi...
Using methods parallel to those of ordinary differential equations, stability of time-dependent diff...
Abstract. The notions of Lipschitz stability of impulsive systems of differential equations are exte...
The notion of B-stability was introduced and comprehensively studied in [1{3]. This notion can be ap...
This essay is concerned with stability theorems for systems described by non-linear and linear time-...
In the first part of the paper, in the setup of ordinary differential equations, a short review of o...
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