利用机器学习算法的伪线性解决方案改进基于 RSSI 的室内定位功能

M. W. P. Maduranga, Valmik Tilwari, Ruvan Abeysekera
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引用次数: 0

摘要

随着物联网的快速发展和基于移动互联网应用的普及,基于位置的服务(LBS)引起了商业开发者和研究人员的广泛关注。基于接收信号强度指示器(RSSI)的室内定位技术在许多定位服务应用中具有不可替代的优势。然而,由于多径衰落、噪声和 RSSI 测量的动态范围有限,基于路径损耗模型和多语种的精确定位变得极具挑战性。因此,本研究提出了一种基于机器学习(ML)的改进型 RSSI 室内定位方法,即首先增强 RSSI 数据,然后使用 ML 算法进行分类。此外,我们还实施了一个实验平台,利用各种参考节点和目标节点收集基于 Wi-Fi 的 RSSI 值。接收到的 RSSI 测量值经过预处理,使用伪线性求解技术获得闭式解,用线性方程组逼近原始的非线性 RSSI 测量方程组。最后,使用线性回归、多项式回归、支持向量回归、随机森林回归和决策树回归等 ML 模型对 RSSI 测量进行训练。因此,实验结果以均方根误差和行列式系数表示,并与各种超参数调整的机器学习模型进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved-RSSI-based indoor localization by using pseudo-linear solution with machine learning algorithms
With the rapid advancement of the Internet of Things and the popularization of mobile Internet-based applications, the location-based service (LBS) has attracted much attention from commercial developers and researchers. Received signal strength indicator (RSSI)-based indoor localization technology has irreplaceable advantages for many LBS applications. However, due to multipath fading, noise, and the limited dynamic range of the RSSI measurements, precise localization based on a path-loss model and multiliterate becomes highly challenging. Therefore, this study proposes a machine learning (ML)-based improved RSSI-based indoor localization approach in which RSSI data is first augmented and then classified using ML algorithms. In addition, we implement an experimental testbed to collect the RSSI value based on Wi-Fi using various reference and target nodes. The received RSSI measurements undergo pre-processing using pseudo-linear solution techniques for closed-form solutions, approximating the original system of nonlinear RSSI measurement equations with a system of linear equations. Finally, the RSSI measurement are trained using ML models such as linear regression, polynomial regression, support vector regression, random forest regression, and decision tree regression. Consequently, the experimental results express in terms of root mean square error and coefficient of determinant compared with various machine learning models with hyper-parameter tuning.
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