In a series of papers published in the seventies, Grossberg has developed a geometric approach for analyzing the global dynamical behavior and convergence properties of a class of competitive dynamical systems. In this paper, Grossberg approach is extended to competitive standard cellular neural networks (CNNs), and it is used to investigate convergence of classes of non-symmetric competitive CNNs under the hypothesis that they induce a globally consistent decision scheme
The paper develops a Lyapunov method, which is based on a generalized version of LaSalle's invarianc...
This paper develops a Lyapunov approach for studying convergence and stability of a class of differe...
This paper addresses a number of basic issues concerning the dynamics of a class of winner-take-all ...
In a series of papers published in the seventies, Grossberg has developed a geometric approach for a...
In a series of papers published in the seventies, Grossberg had developed a geometric approach for a...
This correspondence proves a convergence result for the Lotka-Volterra dynamical systems with symmet...
In several relevant applications to the solution of signal processing tasks in real time, a cellular...
In this paper, the dynamical behavior of a class of third-order competitive cellular neural networks...
In several relevant applications to the solution of signal processing tasks in real time, a cellular...
The paper analyzes bifurcations and complex dynamics in a class of nearly symmetric standard cellula...
The paper considers the full-range (FR) model of cellular neural networks (CNNs) in the case where t...
The paper develops a Lyapunov method, which is based on a generalized version of LaSalle's invarianc...
This paper develops a Lyapunov approach for studying convergence and stability of a class of differe...
This paper addresses a number of basic issues concerning the dynamics of a class of winner-take-all ...
In a series of papers published in the seventies, Grossberg has developed a geometric approach for a...
In a series of papers published in the seventies, Grossberg had developed a geometric approach for a...
This correspondence proves a convergence result for the Lotka-Volterra dynamical systems with symmet...
In several relevant applications to the solution of signal processing tasks in real time, a cellular...
In this paper, the dynamical behavior of a class of third-order competitive cellular neural networks...
In several relevant applications to the solution of signal processing tasks in real time, a cellular...
The paper analyzes bifurcations and complex dynamics in a class of nearly symmetric standard cellula...
The paper considers the full-range (FR) model of cellular neural networks (CNNs) in the case where t...
The paper develops a Lyapunov method, which is based on a generalized version of LaSalle's invarianc...
This paper develops a Lyapunov approach for studying convergence and stability of a class of differe...
This paper addresses a number of basic issues concerning the dynamics of a class of winner-take-all ...