利用Lyapunov泛函与不等式技巧研究了一类变时滞反应扩散静态递归神经网络解的P阶一致有界,P阶一致最终有界和P阶全局指数稳定性,获得了易于验证的代数判据.%Employing Lyapunov functional and inequalities techniques,P-order uniform boundedness,P-order uniformly ultimate boundedness and P-order global exponential stability for a class of static recurrent neural networks with reaction-diffusion and time-varying delays are studied.The algebraic criterion is obtained for the boundedness and stability,and the models in [5] and [7] are the special cases.
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