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EM- and JMAP-ML Based Joint Estimation Algorithms for Robust Wireless Geolocation in Mixed LOS/NLOS Environments

机译:基于EM和JMAP-ML的联合估计算法,用于混合LOS / NLOS环境中的稳健无线地理位置

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摘要

We consider robust geolocation in mixed line-of-sight (LOS)/non-LOS (NLOS) environments in cellular radio networks. Instead of assuming known propagation channel states (LOS or NLOS), we model the measurement error with a general two-mode mixture distribution although it deviates from the underlying error statistics. To avoid offline calibration, we propose to jointly estimate the geographical coordinates and the mixture model parameters. Two iterative algorithms are developed based on the well-known expectation-maximization (EM) criterion and joint maximum a posteriori-maximum likelihood (JMAP-ML) criterion to approximate the ideal maximum-likelihood estimator (MLE) of the unknown parameters with low computational complexity. Along with concrete examples, we elaborate the convergence analysis and the complexity analysis of the proposed algorithms. Moreover, we numerically compute the Cramer-Rao lower bound (CRLB) for our joint estimation problem and present the best achievable localization accuracy in terms of the CRLB. Various simulations have been conducted based on a real-world experimental setup, and the results have shown that the ideal MLE can be well approximated by the JMAP-ML algorithm. The EM estimator is inferior to the JMAP-ML estimator but outperforms other competitors by far.
机译:我们考虑了蜂窝无线电网络中混合视线(LOS)/非LOS(NLOS)环境中的稳健地理位置。尽管假定误差与潜在的误差统计有所不同,但我们没有采用已知的传播通道状态(LOS或NLOS),而是使用一般的双模混合分布来对测量误差建模。为了避免离线校准,我们建议共同估算地理坐标和混合物模型参数。基于众所周知的期望最大化(EM)准则和联合最大后验最大似然(JMAP-ML)准则,开发了两种迭代算法,以较低的计算量来近似未知参数的理想最大似然估计器(MLE)复杂。结合具体示例,我们详细阐述了所提出算法的收敛性分析和复杂性分析。此外,我们为联合估计问题数值计算了Cramer-Rao下界(CRLB),并就CRLB提出了最佳的定位精度。基于实际实验设置进行了各种模拟,结果表明,理想的MLE可以通过JMAP-ML算法很好地近似。 EM估计器不如JMAP-ML估计器,但远远优于其他竞争对手。

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