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GENERALIZED DAHLQUIST CONSTANT WITH APPLICATIONS IN SYNCHRONIZATION ANALYSIS EXCITED BY PARAMETER WHITE-NOISE OF TYPICAL NEURAL NETWORKS

GENERALIZED DAHLQUIST CONSTANT WITH APPLICATIONS IN SYNCHRONIZATION ANALYSIS EXCITED BY PARAMETER WHITE-NOISE OF TYPICAL NEURAL NETWORKS
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摘要 In this paper,a novel and effective approach to impulsive synchronization analysis excited by parameter white-noise of neural networks is investigated using the nonlinear operator named the generalized Dahlquist constant.The proposed approach offers a design procedure for impulsive synchronization of a large class of neural networks.Numerical simulations,where the theoretical results are applied to typical neural networks with and without delayed item,demonstrate the effectiveness and feasibility of the proposed technique. In this paper,a novel and effective approach to impulsive synchronization analysis excited by parameter white-noise of neural networks is investigated using the nonlinear operator named the generalized Dahlquist constant.The proposed approach offers a design procedure for impulsive synchronization of a large class of neural networks.Numerical simulations,where the theoretical results are applied to typical neural networks with and without delayed item,demonstrate the effectiveness and feasibility of the proposed technique.
出处 《Annals of Differential Equations》 2012年第4期480-487,共8页 微分方程年刊(英文版)
基金 supported by the Research Foundation Project of Heze University under Grant XY10KZ01 and XY05SX01
关键词 generalized Dahlquist constant SYNCHRONIZATION parameter whitenoise neural networks generalized Dahlquist constant synchronization parameter whitenoise neural networks
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