一套新的基于蓝牙的室内定位服务指纹识别算法

Tarek El Salti, Mark Orlando, Simon Hood, Gerhard Knelsen, Melanie Iarocci, Zachary Lazzara, Yongmei Xie, Joseph Chun-Chung Cheung, I. Woungang
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引用次数: 5

摘要

在不久的将来,基于室内位置的服务(lbs)可能会对社会和经济做出重大贡献。与户外lbs不同,所使用的技术和方法仍处于开发阶段,必须解决许多挑战,即:准确性、精度和时间复杂性。对于精度度量,基于已知位置(兴趣点)与定位位置之间的差计算欧几里得距离误差。对于精度度量,计算了距离误差的分布。本文提出了新的基于指纹识别的算法,即最近邻版本2 (NNV2),最近邻版本3 (NNV3)和最近邻版本4 (NNV4),并对其进行了测试,以确定针对这些挑战最有效和最高效的算法。我们的分析显示:(1)最近邻(NN)和KNN算法(即K为常数)的时间复杂度为$(1\ast \mathbf{n}\ast \mathbf{m}+1\ast \mathbf{m})$ -比NNV2和NNV4(即n为任意两行之间的形心数,m为离线阶段获取的接收信号强度指标(rssi), 1为保存一些网格点的行数),(2)NNV4优于NN;KNN和基于路径损失的指纹定位算法(PFL)的准确率分别约为29%、13%和22%;(3) NNV4在精度方面分别优于NN、KNN和PFL,分别约为53%、28%和52%;(4)与现有室内定位算法相比,NNV4具有较低的位置误差概率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Set of Bluetooth-Based Fingerprinting Algorithms for Indoor Location Services
Indoor Location Based Services (LBSs) are likely to make significant contributions to society and the economy in the near future. Unlike outdoor LBSs, the technologies and methodologies used are still very much under development, and there are a number of challenges which must be addressed, namely: accuracy, precision, and time complexity. For the accuracy metric, the Euclidean distance error is calculated based on the difference between the known location (points of interests) and the localized position. Regarding the precision metric, the distribution of the distance errors is computed. In this paper, new fingerprinting-based algorithms, namely, the Nearest Neighbor Version 2 (NNV2), Nearest Neighbor Version 3 (NNV3) and Nearest Neighbor Version 4 (NNV4), are proposed, and tested to determine the most effective and efficient one with respect to those challenges. Our analysis reveals that: (1) the time complexity for each of the Nearest Neighbour (NN) and KNN algorithms (i.e., K is constant) is $(1\ast \mathbf{n}\ast \mathbf{m}+1\ast \mathbf{m})$ -comparison which is more than that for NNV2 and NNV4 (i.e., n is the number of centroids between any two rows, m refers to the Received Signal Strength Indicators (RSSIs) acquired at the offline stage, and 1 is the number of rows that holds some of the grid points), (2) NNV4 outperforms the NN, KNN and Path-loss based Fingerprint Localization algorithms (PFL) in terms of accuracy by approximately 29%, 13%, 22%; respectively, (3) NNV4 outperforms the NN, KNN and PFL in terms of precision by approximately 53%, 28%, 52%; respectively, and (4) NNV4 has a lower probability of positional error compared to those for the existing indoor localization algorithms.
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