使用机器学习模型诊断睡眠阶段的生物信号

Sahar Hassanzadeh Mostafaei, J. Tanha, A. Sharafkhaneh, R. Agrawal, Zohair Hassanzadeh Mostafaei
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引用次数: 0

摘要

睡眠质量对健康很重要,可以预防疾病。多导睡眠图是一种标准的科学和临床评估睡眠的工具。睡眠分期是表征睡眠周期的睡眠研究的主要任务之一。近年来,许多研究使用机器学习方法对睡眠阶段进行分类。这些研究可以提高分类任务的准确性和速度,但大多没有考虑少数睡眠类的表现。由于睡眠类的样本数量变化很大,可以认为是不平衡的数据。在本研究中,我们提出一种集成方法来处理睡眠分期任务中的班级不平衡问题。为此,我们从睡眠心脏健康研究(SHHS1)数据集中选择了9个生物医学信号,包括两个EEG通道、两个EOG通道、肌电图、ECG、腹部、胸部和气流。然后,我们使用数据级重采样方法的集合来重新平衡睡眠类的数据空间。最后,我们使用不同的机器学习算法对睡眠阶段进行分类。为了评估该方法的性能,除了使用一般指标外,我们还使用了几何平均(G-mean)和马修相关系数(MCC)等各种度量,这些度量是不平衡数据分类的合适度量。结果表明,该方法对2类、3类、5类和6类睡眠分别达到了0.9727、0.9410、0.8816和0.8725的较高准确率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Biological Signals for Diagnosing Sleep Stages Using Machine Learning Models
Sleep quality is important for health and can prevent diseases. Polysomnography is a standard scientific and clinical tool to evaluate sleep. Sleep staging is one of the main tasks in the sleep study that characterizes sleep cycles. In recent years, many studies are conducted using machine learning approaches to classify sleep stages. These studies can improve the accuracy and speed of the classification task, but most of them have not considered the performance of minority sleep classes. Since the number of samples in the sleep classes varies greatly, it can be considered as imbalanced data. In this study, we propose an ensemble method to handle class imbalance problem in the sleep staging task. For this purpose, we select nine biomedical signals including two EEG channels, two EOG channels, EMG, ECG, Abdominal, Thorax, and Airflow from the Sleep Heart Health Study (SHHS1) dataset. Then we use an ensemble of data-level resampling methods to rebalance the data space of sleep classes. Finally, we employ different machine learning algorithms to classify sleep stages. To evaluate the performance of the proposed method, in addition to general metrics, we use various measures such as Geometric mean (G-mean) and Matthew's Correlation Coefficient (MCC), which are proper metrics for the imbalanced data classification. The results of the developed method show that it achieves high accuracies of 0.9727, 0.9410, 0.8816, and 0.8725 for two, three, five, and six sleep classes, respectively.
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