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Robust and accurate personalised reconstruction of standard 12-lead system from Frank vectorcardiographic system

机译:从Frank矢量心电图系统对标准12导联系统进行稳健而准确的个性化重建

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In this article, we have proposed a robust and accurate method for the reconstruction of standard 12-lead (S12) system from Frank vectorcardiographic (FV) system using personalised transformation (PT) matrices targeting personalised remote health monitoring applications. FV system is used in the 3D visualisation of heart and diagnosis and prognosis of many cardiologic disorders including myocardial infarction, Brugada syndrome etc. However, cardiologists are accustomed to S12 system pertaining to its decades-old usage and widespread acceptability and hence, it is generally used as primary ECG acquisition system and state-of-the-art inverse Dower transform (DT) and affine transform (AT) are used to obtain FV system from S12 system. Here, we propose the acquisition of FV system and use PT to reconstruct S12 system from FV system. PhysioNet's PTB database after wavelet-based preprocessing to remove baseline wandering and noise has been used in this investigation. The personalised coefficients have been obtained using least-squares fit method and heart-vector projection theory and evaluation metrics used are R~2 statistics, correlation and regression coefficients. Our proposed PT methodology has outperformed AT and DT by mean R~2 values of 16.36% and 26.53%, respectively. For the practical application of the proposed system, we have investigated into the reusability of personalised coefficients which has been shown to outperform state-of-the-art AT and DT.
机译:在本文中,我们提出了一种稳健而准确的方法,该方法使用针对个性化远程健康监控应用程序的个性化转换(PT)矩阵,从弗兰克矢量心电图(FV)系统重建标准的12导联(S12)系统。 FV系统用于心脏的3D可视化以及许多心脏疾病(包括心肌梗塞,Brugada综合征等)的诊断和预后。但是,心脏病专家习惯于S12系统,因为它已有数十年的历史并且被广泛接受,因此通常用作主要的ECG采集系统,并使用最新的逆Dower变换(DT)和仿射变换(AT)从S12系统获得FV系统。在这里,我们提出了FV系统的采购,并使用PT从FV系统重构S12系统。在此研究中,使用了基于小波的预处理后的PhysioNet的PTB数据库,以消除基线漂移和噪声。使用最小二乘拟合法和心向量投影理论获得个性化系数,使用的评估指标为R〜2统计量,相关系数和回归系数。我们提出的PT方法的平均R〜2值分别优于AT和DT,分别为16.36%和26.53%。对于拟议系统的实际应用,我们已经研究了个性化系数的可重用性,该可重用性已被证明优于最新的AT和DT。

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