利用时间稳定性和低阶结构实现移动网络定位

S. Rallapalli, L. Qiu, Yin Zhang, Yi-Chao Chen
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引用次数: 114

摘要

定位是许多无线网络的基本操作。虽然GPS被广泛用于定位,但由于其成本高或卫星缺乏视线(例如,室内,地下或市中心峡谷),在许多环境中无法使用。GPS的局限性促使研究人员开发了许多定位方案,以根据测量的无线信号推断位置。然而,现有的这些方案大多侧重于静态无线网络中的定位问题。由于许多无线网络是移动的(例如,移动传感器网络,灾难恢复网络和车载网络),因此我们在本文中重点研究移动网络中的本地化。我们分析了真实的流动轨迹,发现它们具有时间稳定性和低阶结构。基于这一观察结果,我们开发了三种新的定位方案来准确地确定移动网络中的位置:(i)基于低秩的定位(LRL),它利用了移动性中的低秩结构;(ii)基于时间稳定性的定位(TSL),它利用了时间稳定性;(iii)基于时间稳定性和低秩的定位(TSLRL),它结合了时间稳定性和低秩结构。这些定位方案是通用的,可以利用单纯的连通性(即,无距离定位)或邻居之间的距离估计(即,基于距离的定位)。通过广泛的模拟和试验台实验,我们表明我们的新方案在广泛的场景下显着优于最先进的定位方案,并且对测量误差具有鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exploiting temporal stability and low-rank structure for localization in mobile networks
Localization is a fundamental operation for many wireless networks. While GPS is widely used for location determination, it is unavailable in many environments either due to its high cost or the lack of line of sight to the satellites (e.g., indoors, under the ground, or in a downtown canyon). The limitations of GPS have motivated researchers to develop many localization schemes to infer locations based on measured wireless signals. However, most of these existing schemes focus on localization in static wireless networks. As many wireless networks are mobile (e.g., mobile sensor networks, disaster recovery networks, and vehicular networks), we focus on localization in mobile networks in this paper. We analyze real mobility traces and find that they exhibit temporal stability and low-rank structure. Motivated by this observation, we develop three novel localization schemes to accurately determine locations in mobile networks: (i) Low Rank based Localization (LRL), which exploits the low-rank structure in mobility, (ii) Temporal Stability based Localization (TSL), which leverages the temporal stability, and (iii) Temporal Stability and Low Rank based Localization (TSLRL), which incorporates both the temporal stability and the low-rank structure. These localization schemes are general and can leverage either mere connectivity (i.e., range-free localization) or distance estimation between neighbors (i.e., range-based localization). Using extensive simulations and testbed experiments, we show that our new schemes significantly outperform state-of-the-art localization schemes under a wide range of scenarios and are robust to measurement errors.
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