GACB-Loc: A CSI Indoor Localization Method Based on Graph Convolutional Multichannel Attention Using CNN and BLSTM

计算机科学 信道状态信息 概率逻辑 人工智能 卷积(计算机科学) 图形 卷积神经网络 多径传播 数据挖掘 模式识别(心理学) 领域(数学分析) 频域 无线 空间分析 数据建模 图形模型 无线传感器网络 因子图 算法 无线网络 任务分析 图论 注意力网络 机器学习 统计模型 接头(建筑物) 国家(计算机科学)
作者
Long Cheng,Ke R. Liu,Jin Pan,Zhentao Fu
出处
期刊:IEEE Transactions on Instrumentation and Measurement [Institute of Electrical and Electronics Engineers]
卷期号:75: 1-16 被引量:1
标识
DOI:10.1109/tim.2025.3647995
摘要

Indoor localization remains challenging due to multipath propagation, dynamic obstacles, and environmental noise. Traditional methods based on geometric or probabilistic models often fail under such complex conditions. The core challenge lies in effectively modeling spatial, temporal, and multi-channel characteristics of noisy wireless signals. Channel State Information (CSI) has the potential to address these issues by providing more detailed spatial and frequency domain features, making it a promising candidate for robust indoor localization. To address these limitations, this paper proposes a unified indoor localization framework—GACB Loc—which integrates graph convolution-based multi-channel attention, convolutional neural networks (CNNs), and bidirectional long short-term memory (BLSTM) to jointly model spatial, temporal, and channel-wise dependencies in CSI data. Aiming at the multi-channel characteristics of CSI data, a Transformer-inspired graph convolution attention mechanism framework suitable for CSI data is proposed. First, the CSI phase data are preprocessed, and CNN is employed to extract advanced features and capture complex spatial and frequency domain patterns from the CSI phase data. Then, by utilizing the graph structure of CSI data and adaptively focusing on the most important channels, the model’s ability to prioritize relevant information is improved. Finally, BLSTM is proposed to capture temporal dependencies in the data. We conducted experiments on the proposed method using both publicly available datasets and real-world deployment environments. The results on two public datasets showed mean localization errors of 0.4945 m and 0.6546 m, while real-world tests achieved average errors of 0.1691 m and 0.8259 m, demonstrating our approach’s effectiveness and robustness. Compared to ten other representative methods—including ILCL, BLS, MLP, NN, Horus, MOR, RADAR, SWIM, Bayes, and DTE—our approach achieved average improvements of approximately 74.95% and 86.1%, respectively.
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