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A Hopfield neural network approach to decentralized self-synchronizing sensor networks

机译:分散自同步传感器网络的Hopfield神经网络方法

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摘要

Decentralized inference of a sensor network in the difficult case of a nonreciprocal nonlinear context is investigated by transforming the sensor network into a Hopfield neural network. Equilibrium states of the latter correspond to situations of global consensus in the sensor network, characterized by suitable regions (consensus regions) in the space of its parameters. The said transformation was recently proposed by the author and applied to the simple case of three sensors. The general case of more than three sensors is investigated in the present paper. A procedure is developed for determining the structure and the properties of the consensus regions.
机译:通过将传感器网络转换为Hopfield神经网络,研究了在不可逆非线性上下文的困难情况下传感器网络的分散推理。后者的平衡状态对应于传感器网络中全局共识的情况,其特征在于其参数空间中的合适区域(共识区域)。所述变换最近由作者提出,并应用于三个传感器的简单情况。本文研究了三个以上传感器的一般情况。开发了确定共有区域的结构和性质的程序。

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