Segment-Specific EASI Coefficients for Improving Accuracy of Derived 12-Lead Electrocardiography

I. H. Mulyadi, Nelmiawati, E. Supriyanto
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引用次数: 2

Abstract

In order to reduce the number of electrodes in standard 12-lead electrocardiography (ECG) measurement, a number of research works have been conducted. One of the attempts was deriving 12-lead ECG from the EASI lead system, which was initiated by Dower. The previous techniques, including Dower with an improved coefficient, linear regression (LR), and polynomial least square (PLR), calculated the EASI coefficients for one cycle ECG signal, i.e., covering the entire segments. To increase the accuracy, we proposed an approach that calculates the EASI coefficients by segmenting the ECG signal into three segments: PR interval, QRS complex, and ST interval. In other words, coefficients are specific for each segment. Root mean squared error (RMSE) was used to measure the performance. The results showed that our proposed approach outperformed the conventional EASI coefficient calculation in Dower's method and LR, as well as $2^{\text{rd}_{-}}$, and $3^{\text{rd}}$ -degree PLR.
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提高衍生12导联心电图准确性的节段特异性EASI系数
为了减少标准的12导联心电图(ECG)测量中电极的数量,人们进行了大量的研究工作。其中一个尝试是从EASI导联系统中获得12导联心电图,这是由power发起的。先前的技术,包括改进系数的功率、线性回归(LR)和多项式最小二乘(PLR),计算了一个周期心电信号的EASI系数,即覆盖整个段。为了提高精度,我们提出了一种将心电信号分割成PR区间、QRS复区间和ST区间的EASI系数计算方法。换句话说,系数对于每一段都是特定的。使用均方根误差(RMSE)来衡量性能。结果表明,本文提出的方法优于传统的Dower方法和LR中的EASI系数计算,以及$2^{\text{rd}_{-}}$和$3^{\text{rd}}$ -度PLR。
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