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Employing Lyapunov functional and the technique of integral inequality,the paper presented a new theorem to judge the global exponential stability of cellular neural networks with time delay.A… (More)
Emploging Poincare-bendixso theorem of delay differential equation and the technique of inequality of integral,the paper presented a sufficient condition ensures all solution of population model with… (More)
The paper is concerned with the problem of global asymptotical stability and existence of global attractor of dynamical threshold neuron with delay.In this paper,the existence of the global attractor… (More)
In this paper,sufficient conditions are derived for the existence of the global attractor in a class of delay differential equations originally from applications,which are extensions of those results.
It was theoretically proved that one-dimensional transiently chaotic neural networks have chaotic structure in sense of Li-Yorke theorem with some given assumptions using that no division implies… (More)
In this paper,we investigate the existence,uniqueness and global exponential stability of the equilibrium point for Cohen-grossberg neural networks with delays and impulses.Employing Lyapunov… (More)
This paper analyzes the robust stability of variable delayed Cohen-grossberg neural network by the Lyapunov stability theory and linear matrix inequality(LMI) and obtains the sufficient conditions of… (More)