Global uniform boundedness of a class delayed chaotic networks

This paper deals with the global uniform boundedness of a class of delayed chaotic networks. Under some simple conditions, the global boundedness of a network about its all variables is derived by only considering the global boundedness of its partial variables. Furthermore, based on Lyapunov functions and inequality techniques, some easy-to-test criteria are obtained to ensure the uniform boundedness of the model. Finally, an illustrative example is given show the effectiveness of the method.