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首页> 外文期刊>Communications, IET >Closed-form two-step weighted-least-squares-based time-of-arrival source localisation using invariance property of maximum likelihood estimator in multiple-sample environment
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Closed-form two-step weighted-least-squares-based time-of-arrival source localisation using invariance property of maximum likelihood estimator in multiple-sample environment

机译:基于多样本环境中最大似然估计器不变性的闭式两步加权最小二乘到达时间源定位

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摘要

In this study, the authors propose a closed-form time-of-arrival source localisation method and justify the employment of the invariance property of the maximum likelihood (ML) estimator in the source localisation context with multiple samples. The magnitude of the bias of the proposed sample vector function (the statistic that consists of the multiple observations set) using the invariance property of the ML estimator is smaller than that based on the sample mean. Therefore, the mean squared error (MSE) of the weighted least squares estimate using the proposed sample vector function is smaller than that based on the sample mean when the variances of both sample vector functions are the same. Furthermore, the authors investigate a situation in which sensors have erroneous position information. The simulation results show that the averaged MSE performance of the proposed method is superior to that of the existing methods irrespective of the number of samples.
机译:在这项研究中,作者提出了一种封闭形式的到达时间源定位方法,并证明了在具有多个样本的源定位上下文中采用最大似然(ML)估计量的不变性的合理性。使用ML估计量不变性的拟议样本矢量函数(由多个观测值集组成的统计量)的偏差量级小于基于样本均值的偏差量级。因此,当两个样本矢量函数的方差相同时,使用建议的样本矢量函数进行加权最小二乘估计的均方误差(MSE)小于基于样本均值的均方误差。此外,作者调查了传感器具有错误位置信息的情况。仿真结果表明,无论样本数量如何,该方法的平均MSE性能均优于现有方法。

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