An Ensemble Approach for Cardiac Arrhythmia Detection using Multimodal Deep Learning

M. R. Thanka, Shalem Preetham Gandu, B. Manaswini, Thirumal Reddy Bala Snehitha, Manukonda Narmada Reddy, Kalle Nandini
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Abstract

Arrhythmias are irregular and possibly deadly heartbeats. To reduce mortality and morbidity, the patient must receive the proper treatment. Recent techniques in the field of machine learning and signal processing have been applied to the detection and classification of arrhythmias. However, they face several challenges in accurately detecting arrhythmias. One major challenge is the class imbalance in the training data, which can lead to overfitting or underfitting of the models. Another challenge is the variability in ECG signals due to factors such as noise, artifacts, and variations in electrode placement. The proposed objective is to develop an effective ensemble model with a network-in-network architecture based on CNN and LSTM to accurately detect arrhythmias in ECG signals. On the MIT-BH dataset, it was trained and validated to recognize five different kinds of arrhythmias. Prior to that, resampling was done to balance the data in order to prevent the model from being under- or overfit. The ensembled model performs excellent on the validation data. The outcome of the trial show that the suggested model performed remarkably well, with 100% and 99.72% accuracy in the training and testing datasets, respectively. On validation data the CNN and LSTM performed with 98.6% and 98.4% individually. The proposed method outperformed the existing methods in accuracy, proving that the ensemble model is the most effective.
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基于多模态深度学习的心律失常检测集成方法
心律失常是不规则的,可能是致命的心跳。为了降低死亡率和发病率,病人必须得到适当的治疗。机器学习和信号处理领域的最新技术已被应用于心律失常的检测和分类。然而,他们在准确检测心律失常方面面临着一些挑战。一个主要的挑战是训练数据中的类不平衡,这可能导致模型的过拟合或欠拟合。另一个挑战是由于诸如噪声、伪影和电极放置变化等因素引起的ECG信号的可变性。本文的目标是开发一种有效的集成模型,该模型采用基于CNN和LSTM的网络中网络架构,以准确检测心电信号中的心律失常。在MIT-BH数据集上,对其进行了训练和验证,以识别五种不同类型的心律失常。在此之前,重新采样是为了平衡数据,以防止模型过拟合或欠拟合。集成模型在验证数据上表现良好。实验结果表明,该模型在训练集和测试集上的准确率分别为100%和99.72%。在验证数据上,CNN和LSTM分别为98.6%和98.4%。该方法在精度上优于现有方法,证明了集成模型是最有效的。
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