基于心电图的心律失常分类及临床建议:一种超参数调整的增量方法

M. Serhani, A. Navaz, Hany Al Ashwal, N. Al-Qirim
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引用次数: 4

摘要

心血管疾病是全球死亡的主要原因。心电图(ECG)是一种被广泛采用的量化心脏活动以检测任何心脏异常的工具。心律失常是一种严重依赖连续心电图记录来检测和预测心律异常的心血管疾病。各种深度学习(DL)方法已被大量用于分类和预测不同的心律。然而,大多数提出的工作没有考虑各种超参数优化和调优,以充分发挥DL模型的潜力并达到更高的精度。此外,很少有作品实施全监测周期和闭环,提出一些临床和非临床建议。因此,在本文中,我们采用卷积神经网络(CNN)模型,并通过各种参数优化来捕获数据、训练和模型的各种属性。我们还关闭了监测循环,并根据全球急性冠状动脉事件登记处(GRACE)和欧洲心血管疾病预防临床指南(ESC/EAS 2016),为每一种心律失常类别提供量身定制的建议,这些建议从简单到更深入的诊断。我们进行了一组实验来评估我们的模型和我们所经历的一组超参数优化,我们得到的结果表明,经过几次优化迭代后,我们的预测精度有了明显的提高。
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ECG-based Arrhythmia Classification & Clinical Suggestions: An Incremental Approach of Hyperparameter Tuning
Cardiovascular diseases (CVD) are the principal cause of death globally. Electrocardiography (ECG) is a widely adopted tool to quantify heart activities to detect any heart abnormalities. Arrhythmia is one of these CVDs that heavily relies on continuous ECG recordings in order to detect and predict irregularities in the heart rhythms. Various Deep Learning (DL) approaches has been heavily used to classify and predict different heart rhythms. However, most of the proposed works do not consider the various hyperparameter optimization and tuning to get the full potential of the DL model and achieve higher accuracy. Besides, very few works implemented the full monitoring cycle and close the loop to propose some clinical and non-clinical recommendations. Therefore, in this paper, we adopt the Convolutional Neural Network (CNN) model and we apply various parameter optimization to capture various properties of the data, the training, and the model. We also close the monitoring loop and suggest tailored recommendations for each category of arrhythmia that go beyond simple to more deeper diagnosis using the Global Registry of Acute Coronary Events (GRACE), and the European Guidelines on CVDs prevention in clinical practice (ESC/EAS 2016). We conducted a set of experiments to evaluate our model and the set of hyperparameter optimization we have experienced and the results we have obtained showed significant improvement in the prediction accuracy after a couple of optimization iterations.
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