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Improved Localization Algorithms Based on Reference Selection of Linear Least Squares in LOS and NLOS Environments

机译:LOS和NLOS环境中基于线性最小二乘参考选择的改进定位算法

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摘要

Linear Least Squares (LLS) estimation is a low complexity but sub-optimum method for estimating the location of a mobile terminal (MT) from some measured distances. It requires selecting one of the known fixed terminals (FTs) as a reference FT for obtaining a linear set of expressions. In this paper, the choosing of the reference FT is investigated. By analyzing the objective function of LLS algorithm, a new method for selecting the reference FT is proposed, which selects the reference FT based on the minimum residual (denoted as MR-RS) rather than the smallest measured distance and improves the localization accuracy significantly in Line of sight (LOS) environment. In Non-line of sight (NLOS) environment, we combine MR-RS algorithm with two other existing algorithms (residual weighting algorithm and three-stage algorithm) to form new algorithms, which also improve the localization accuracy comparing with the two algorithms. Moreover, the time complexity of the proposed algorithms is analyzed. Simulation results show that the proposed methods are always better than the existing methods for arbitrary geometry position of the MT and the LOS/NLOS conditions.
机译:线性最小二乘(LLS)估计是一种低复杂度但次最佳的方法,用于从某些测得的距离估计移动终端(MT)的位置。它需要选择一个已知的固定终端(FTs)作为参考FT,以获得一组线性表达式。本文研究了参考FT的选择。通过分析LLS算法的目标函数,提出了一种选择基准FT的新方法,该方法是根据最小残差(表示为MR-RS)而不是最小的测量距离来选择基准FT,从而大大提高了定位精度。视线(LOS)环境。在非视线(NLOS)环境中,我们将MR-RS算法与其他两种现有算法(残差加权算法和三阶段算法)相结合以形成新算法,与这两种算法相比,它还提高了定位精度。此外,分析了所提算法的时间复杂度。仿真结果表明,所提出的方法对于MT的任意几何位置和LOS / NLOS条件总是优于现有方法。

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