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An adaptive distributed parameter estimation approach in incremental cooperative wireless sensor networks

机译:增量协同无线传感器网络中的自适应分布式参数估计方法

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摘要

This paper studies the distributed estimation problem of in a wireless sensor network (WSN) where the collected observations are used to estimate a deterministic network-wide parameter. We propose an adaptive distributed parameter estimation approach for WSN, named as DI-NLMS, using the incremental least-mean squares (I-LMS) technique and exploiting the spatio-temporal diversity to achieve fast convergence rate and satisfactory steady state performance. In this algorithm, every individual node shares the changes in the surrounding environment with its immediate neighbors such that the information on such changes, that affect convergence rate and steady state performance, can fully characterize the features of the entire network. We deduce the optimal variable step size for I-LMS and give the distributed step size updating strategy. A guideline on how to exploit the spatio-temporal dimensions for LMS-type implementations is outlined and an algorithm is proposed. We derive theoretically the minimal mean square derivation (MSD) for DI-NLMS in steady state. The simulations for derived theoretical results and target localization application confirm the effectiveness and efficiency of the proposed algorithm. (C) 2017 Published by Elsevier GmbH.
机译:本文研究了在无线传感器网络(WSN)中的分布式估计问题,其中收集的观察用于估计确定性网络范围的参数。我们向WSN提出了一种自适应分布式参数估计方法,用于WSN,命名为DI-NLMS,使用增量最小均线(I-LMS)技术并利用时空分集来实现快速收敛速率和令人满意的稳态性能。在该算法中,每个节点利用其立即邻居共享周围环境中的变化,使得关于这种改变的信息,影响收敛速率和稳态性能,可以完全表征整个网络的特征。我们为I-LMS推断出最佳变量步长,并为分布式步长更新策略提供。概述了如何利用LMS型实施方式的时空尺寸的指导方针,提出了一种算法。在稳定状态下,理论上我们从理论上获得了DI-NLMS的最小均方衍生(MSD)。衍生理论结果和目标本地化应用的模拟证实了所提出的算法的有效性和效率。 (c)2017年由elestvier GmbH发布。

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