用于基于指纹定位的自动编码器极限学习机:良好的权重初始化是决定性的

Darwin P. Quezada Gaibor;Lucie Klus;Roman Klus;Elena Simona Lohan;Jari Nurmi;Mikko Valkama;Joaquín Huerta;Joaquín Torres-Sospedra
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引用次数: 0

摘要

基于机器学习(ML)模型的室内定位由于其高性能和可用性,在过去几年中引起了广泛的兴趣。因此,有监督、半监督和无监督模型在该领域得到了广泛应用,不仅用于估计用户位置,还用于压缩、清理和去噪指纹数据集。一些学者专注于开发、改进和优化ML模型,为最终用户提供准确的解决方案。本文介绍了一种在自动编码器极限学习机(AE-ELM)中初始化输入权重的新方法,即因子化输入数据(FID),该方法基于输入数据正交分量的归一化形式。使用具有FID权重初始化的AE-ELM来有效地减少无线电映射。一旦数据集的维数降低,我们就使用$k$-最近邻居来执行位置估计。这项研究工作包括与AE-ELM中初始化输入权重的几种传统方法的比较分析,表明FID提供了明显更好的重建误差。最后,我们对从不同建筑和不同国家收集的13个室内定位数据集进行了评估。我们表明,数据集的维数平均可以降低11倍以上,而定位误差与基线相比仅小幅增加15%(平均)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Autoencoder Extreme Learning Machine for Fingerprint-Based Positioning: A Good Weight Initialization is Decisive
Indoor positioning based on machine-learning (ML) models has attracted widespread interest in the last few years, given its high performance and usability. Supervised, semisupervised, and unsupervised models have thus been widely used in this field, not only to estimate the user position, but also to compress, clean, and denoise fingerprinting datasets. Some scholars have focused on developing, improving, and optimizing ML models to provide accurate solutions to the end user. This article introduces a novel method to initialize the input weights in autoencoder extreme learning machine (AE-ELM), namely factorized input data (FID), which is based on the normalized form of the orthogonal component of the input data. AE-ELM with FID weight initialization is used to efficiently reduce the radio map. Once the dimensionality of the dataset is reduced, we use $k$ -nearest neighbors to perform the position estimation. This research work includes a comparative analysis with several traditional ways to initialize the input weights in AE-ELM, showing that FID provide a significantly better reconstruction error. Finally, we perform an assessment with 13 indoor positioning datasets collected from different buildings and in different countries. We show that the dimensionality of the datasets can be reduced more than 11 times on average, while the positioning error suffers only a small increment of 15% (on average) in comparison to the baseline.
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