GraFin: An Applicable Graph-based Fingerprinting Approach for Robust Indoor Localization

Han Zheng, Yan Zhang, Lan Zhang, Hao Xia, Shaojie Bai, G. Shen, Tian He, Xiangyang Li
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引用次数: 5

Abstract

Wi-Fi fingerprinting using the received signal strength (RSS) of the access point (AP) as a physical signal feature is widely studied in the indoor localization area with various applications. One main problem with fingerprinting based approach is the uncertainty of RSS measurements, which often leads to instability and decline of localization performance. In this work, we propose GraFin, a graph-based fingerprinting approach, to provide accurate and robust indoor localization without tedious site surveys and extra assistant information. The key idea lies in the insight that despite the RSS measurement of one AP at one reference point (RP) can be noisy, the proximity pattern, which describes one AP's relative position to other APs and RPs, is usually more stable. Specifically, GraFin models APs and RPs on a graph based on limited RSS measurements and provides position-aware fingerprints for APs and RPs based on an inductive deep graph model. We evaluate GraFin on a public indoor localization dataset, and the results demonstrate the effectiveness and robustness of our approach. Furthermore, we apply our approach to the arrival-departure time estimation task for instant delivery service. Experiment results on the enterprise dataset from one of the largest instant delivery platforms in China show that GraFin outperforms baseline approaches with significantly lower time estimation error.
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GraFin:一种适用于室内定位的基于图形的指纹识别方法
利用接入点(AP)的接收信号强度(RSS)作为物理信号特征的Wi-Fi指纹识别技术在室内定位领域得到了广泛的研究和应用。基于指纹识别方法的一个主要问题是RSS测量的不确定性,这通常会导致定位性能的不稳定和下降。在这项工作中,我们提出了GraFin,一种基于图形的指纹识别方法,可以提供准确而强大的室内定位,而无需繁琐的现场调查和额外的辅助信息。关键思想在于,尽管一个AP在一个参考点(RP)的RSS测量可能有噪声,但邻近模式(描述一个AP与其他AP和RP的相对位置)通常更稳定。具体来说,GraFin基于有限的RSS测量值在图上对APs和rp进行建模,并基于归纳深度图模型为APs和rp提供位置感知指纹。我们在一个公开的室内定位数据集上评估了GraFin,结果证明了我们方法的有效性和鲁棒性。此外,我们将此方法应用于即时递送服务的到达和离开时间估计任务。在中国最大的即时交付平台之一的企业数据集上的实验结果表明,GraFin在时间估计误差显著降低的情况下优于基线方法。
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