In this note we consider some sets of linear extensions of dynamical systems and research regularity by means of the sign-changing Lyapunov function. We examine some constructions of Lyapunov functions for given systems
The second edition of this textbook provides a single source for the analysis of system models repre...
Lyapunov functions are a fundamental tool to investigate the stability properties of equilibrium poi...
The article is aimed to give a brief review of works published by authors during at least last 10 ye...
Abstract. In this note we consider some sets of linear extensions of dynamical systems and research ...
In this note we consider some sets of linear extensions of dynamical systems and research regularity...
Abstract. In this paper we consider some sign-changing Lyapunov function in research on regularity o...
In this paper we consider some sign–changing Lyapunov function in research on regularity and sharply...
AbstractUsing methods from topological dynamics a dynamical characterization of the Lyapunov form fo...
The existence of a Lyapunov function is established following a method of Yoshizawa for the uniform ...
Ordinary differential equations arise in a variety of applications, including e.g. climate systems, ...
Lyapunov functions are a fundamental tool to investigate the stability properties of equilibrium poi...
International audienceThe construction of strict Lyapunov functions is a challenging problem that is...
AbstractThe three usual candidate Lyapunov functions for discrete-time free linear sys- tems are ext...
The “mechanical systems” define a large and important class of highly nonlinear dynamical equations ...
This is the published version, also available here: http://dx.doi.org/10.1137/S0036142993247311.In t...
The second edition of this textbook provides a single source for the analysis of system models repre...
Lyapunov functions are a fundamental tool to investigate the stability properties of equilibrium poi...
The article is aimed to give a brief review of works published by authors during at least last 10 ye...
Abstract. In this note we consider some sets of linear extensions of dynamical systems and research ...
In this note we consider some sets of linear extensions of dynamical systems and research regularity...
Abstract. In this paper we consider some sign-changing Lyapunov function in research on regularity o...
In this paper we consider some sign–changing Lyapunov function in research on regularity and sharply...
AbstractUsing methods from topological dynamics a dynamical characterization of the Lyapunov form fo...
The existence of a Lyapunov function is established following a method of Yoshizawa for the uniform ...
Ordinary differential equations arise in a variety of applications, including e.g. climate systems, ...
Lyapunov functions are a fundamental tool to investigate the stability properties of equilibrium poi...
International audienceThe construction of strict Lyapunov functions is a challenging problem that is...
AbstractThe three usual candidate Lyapunov functions for discrete-time free linear sys- tems are ext...
The “mechanical systems” define a large and important class of highly nonlinear dynamical equations ...
This is the published version, also available here: http://dx.doi.org/10.1137/S0036142993247311.In t...
The second edition of this textbook provides a single source for the analysis of system models repre...
Lyapunov functions are a fundamental tool to investigate the stability properties of equilibrium poi...
The article is aimed to give a brief review of works published by authors during at least last 10 ye...
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