We study hybrid dynamic systems on time scales. Using Lyapunov-like functions, we obtain sufficient conditions for practical stability and strict practical stability in terms of two measures for hybrid dynamic systems on time scales
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
A new comparison theorem that connects the solutions of perturbed and unperturbed dynamic systems in...
Using the theory of Lyapunov’s second method developed earlier for time scales, we extend our stabil...
By use of the necessary calculus and the fundamental existence theory for dynamic systems on time sc...
ABSTRACT. Hybrid fuzzy dynamic systems on time scales are developed and practical stability of such ...
Includes bibliographical references (p. 97-99).In this work, the stability of switched linear hybrid...
Stability of dynamic equations on time scale is analyzed. The main results are new conditions of sta...
AbstractIn this paper, we shall employ the method of cone-valued Lyapunov functions and comparison p...
Stability and robustness issues for hybrid systems are considered in this paper. Present stability r...
AbstractWe study conditions under which the solutions of a time varying linear dynamic system of the...
Stability and robustness issues for hybrid systems are considered in this paper. Present stability r...
AbstractIn this work, some criteria for practical ϕ0-stability and strongly practical ϕ0-stability o...
Lyapunov-based sufficient conditions for exponential stability in hybrid systems are presented. The ...
Abstract. In this paper we introduced a general model for the Hybrid Dynamical Systems and for such ...
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
A new comparison theorem that connects the solutions of perturbed and unperturbed dynamic systems in...
Using the theory of Lyapunov’s second method developed earlier for time scales, we extend our stabil...
By use of the necessary calculus and the fundamental existence theory for dynamic systems on time sc...
ABSTRACT. Hybrid fuzzy dynamic systems on time scales are developed and practical stability of such ...
Includes bibliographical references (p. 97-99).In this work, the stability of switched linear hybrid...
Stability of dynamic equations on time scale is analyzed. The main results are new conditions of sta...
AbstractIn this paper, we shall employ the method of cone-valued Lyapunov functions and comparison p...
Stability and robustness issues for hybrid systems are considered in this paper. Present stability r...
AbstractWe study conditions under which the solutions of a time varying linear dynamic system of the...
Stability and robustness issues for hybrid systems are considered in this paper. Present stability r...
AbstractIn this work, some criteria for practical ϕ0-stability and strongly practical ϕ0-stability o...
Lyapunov-based sufficient conditions for exponential stability in hybrid systems are presented. The ...
Abstract. In this paper we introduced a general model for the Hybrid Dynamical Systems and for such ...
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
This paper presents results for stability and robustness of hybrid systems consisting of nonlinear s...
A new comparison theorem that connects the solutions of perturbed and unperturbed dynamic systems in...
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