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Weighted MDS for Sensor Localization

机译:加权MDS用于传感器定位

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摘要

Multidimensional Scaling (MDS) has been recently applied to node localization in sensor networks and gained some very impressive performance. MDS treats dissimilarities of pair-wise nodes directly as Euclidean distances and then makes use of the spectral decomposition of a doubly centered matrix of dissimilarities. However dissimilarities mainly estimated by Received Signal Strength (RSS) or by the Time of Arrival (TOA) of communication signal from the sender to the receiver used to suffer much errors when the distances between nodes are far. From this observation, Weighted Multidimensional Scaling (WMDS) is proposed in this paper. Different from MDS, WMDS incorporates weighting factors to account for the impact of pair-wise estimated dissimilarities in MDS framework. The further distance between two nodes is, the less "impact" weight should be considered. The experiment on real sensor network measurements of RSS and TOA shows the efficiency and novelty of WMDS for sensor localization problem in term of sensor location-estimated error.
机译:多维缩放(MDS)最近已应用于传感器网络中的节点定位,并获得了非常出色的性能。 MDS将成对节点的相异性直接视为欧几里得距离,然后利用双中心相异性矩阵的频谱分解。然而,当节点之间的距离较远时,差异主要由接收方的信号强度(RSS)或从发送方到接收方的通信信号的到达时间(TOA)估计,这种差异通常会遭受很大的误差。从这一观察出发,本文提出了加权多维标度(WMDS)。与MDS不同,WMDS合并了加权因子以说明MDS框架中成对估计差异的影响。两个节点之间的距离越远,应考虑的“影响”权重就越小。通过对RSS和TOA进行真实传感器网络测量的实验,从传感器位置估计误差的角度证明了WMDS解决传感器定位问题的效率和新颖性。

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