深度展开多测量向量卷积稀疏编码去噪不显眼的心电图信号

IF 1.3 Q3 ENGINEERING, ELECTRICAL & ELECTRONIC Frontiers in signal processing Pub Date : 2022-09-13 DOI:10.3389/frsip.2022.981453
E. Fotiadou, Raoul Melaet, R. Vullings
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引用次数: 0

摘要

使用可穿戴技术来监测一个人的健康状况正变得越来越流行。不幸的是,这种技术通常受到低质量测量数据的影响,例如,基于非粘性传感器的心电图数据的心率采集具有挑战性。这种传感器容易产生运动伪影,因此心电图(ECG)测量需要信号处理以提高其质量并能够检测心率。在过去的几年中,在使用深度神经网络解决许多信号处理挑战方面取得了相当大的进展。然而,对于医疗保健应用程序,它们的成功是有限的,因为训练这些网络所需的大型数据集通常不可用。本文提出了一种将测量数据和问题陈述的先验知识嵌入到网络体系结构中的方法,以提高网络体系结构的数据效率。我们提出的方法旨在从多测量向量卷积稀疏编码模型的角度描述心电信号,并使用深度展开的神经网络架构来学习模型参数,从而提高心电信号的质量。利用乘法器的交替方向法解决了稀疏编码问题。我们的方法是通过对被噪声破坏的心电信号进行去噪来评估的,然后从去噪的数据中检测心跳,并将这些数据与在干净的心电信号中检测到的心跳和衍生的心率变异性特征进行比较。该评估表明,信噪比(SNR)的改善范围从17到27 dB,心率检测(即F1评分)的改善范围在0到50%之间,其中范围取决于输入信号的信噪比。将该方法与去噪的编码器-解码器神经网络和基于小波的去噪方法进行了比较,结果表明该方法的性能相当,性能更好。
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Deep unfolding for multi-measurement vector convolutional sparse coding to denoise unobtrusive electrocardiography signals
The use of wearable technology for monitoring a person’s health status is becoming increasingly more popular. Unfortunately, this technology typically suffers from low-quality measurement data, making the acquisition of, for instance, the heart rate based on electrocardiography data from non-adhesive sensors challenging. Such sensors are prone to motion artifacts and hence the electrocardiogram (ECG) measurements require signal processing to enhance their quality and enable detection of the heart rate. Over the last years, considerable progress has been made in the use of deep neural networks for many signal processing challenges. Yet, for healthcare applications their success is limited because the required large datasets to train these networks are typically not available. In this paper we propose a method to embed prior knowledge about the measurement data and problem statement in the network architecture to make it more data efficient. Our proposed method aims to enhance the quality of ECG signals by describing ECG signals from the perspective of a multi-measurement vector convolutional sparse coding model and use a deep unfolded neural network architecture to learn the model parameters. The sparse coding problem was solved using the Alternation Direction Method of Multipliers. Our method was evaluated by denoising ECG signals, that were corrupted by adding noise to clean ECG signals, and subsequently detecting the heart beats from the denoised data and compare these to the heartbeats and derived heartrate variability features detected in the clean ECG signals. This evaluation demonstrated an improved in the signal-to-noise ratio (SNR) improvement ranging from 17 to 27 dB and an improvement in heart rate detection (i.e. F1 score) ranging between 0 and 50%, where the range depends on the SNR of the input signals. The performance of the method was compared to that of a denoising encoder-decoder neural network and a wavelet-based denoising method, showing equivalent and better performance, respectively.
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