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A Robust Bisection-Based Estimator for TOA-Based Target Localization in NLOS Environments

机译:NLOS环境中基于TOA的目标定位的稳健的基于二等分的估计器

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摘要

This letter addresses the problem of target localization in harsh indoor environments based on range measurements. To mitigate the non-line-of-sight (NLOS) bias, we propose a novel robust estimator by transforming the localization problem into a generalized trust region sub-problem framework. Although still non-convex in general, this class of problems can be readily solved exactly by means of bisection procedure. The new approach does not require to make any assumptions about the statistics of NLOS bias, nor to try to distinguish which links are NLOS and which are not. Unlike the existing algorithms, the computational complexity of the proposed algorithm is linear in the number of reference nodes. Our simulation results corroborate the effectiveness of the new algorithm in terms of NLOS bias mitigation and show that the performance of our estimator is highly competitive with the performance of the state-of-the-art algorithms. In fact, they show that the novel estimator outperforms slightly the existing ones in general, and that it always provides a feasible solution.
机译:这封信解决了基于距离测量的恶劣室内环境中目标定位的问题。为了减轻非视距(NLOS)偏差,我们通过将定位问题转换为广义信任区域子问题框架,提出了一种新颖的鲁棒估计器。尽管总体上还是非凸的,但这类问题可以通过对分程序轻松地确切地解决。新方法不需要对NLOS偏差的统计数据做任何假设,也不需要试图区分哪些链接是NLOS,哪些链接不是。与现有算法不同,所提出算法的计算复杂度在参考节点数量上是线性的。我们的仿真结果证实了新算法在减轻NLOS偏差方面的有效性,并表明我们的估算器的性能与最新算法的性能极具竞争力。实际上,他们表明,新颖的估算器总体上比现有估算器略胜一筹,并且始终可以提供可行的解决方案。

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