Two-Dimensional ECG Signal Compression Based on Region of Interest Using PCA

K. Aneesh, S. Darshan Singh, M. Abhishek, T. Shreekanth
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引用次数: 2

Abstract

Several cardiac disorders can be diagnosed by meticulous analysis of ECG signals. The quality of signal determines the accuracy of diagnosis. Usually the size of ECG signals is huge and they are associated with noise. By compressing the ECG signals, they can be stored and transmitted easily. Hence, it is important to pre-process (denoise) and compress it to a maximum extent. In the recent past many works have been done on ECG compression. Compression techniques have been done using time-domain as well transform domain techniques. In this work an approach through Principal Component Analysis (PCA) has been proposed to compress the pre-processed ECG signal and de-compress it efficiently, such that maximum amount of variance is retained. This algorithm has been tested for 28 ECG signals from the MIT-BIH database. In order to analyze the performance of the algorithm, CR (compression ratio) and PRD (Percent Root Mean Square Difference) have been considered as performance parameters and are calculated. The proposed method achieves a good CR along with small PRD in comparison with algorithms that has been proposed by other researchers.
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基于感兴趣区域的PCA二维心电信号压缩
通过对心电信号的细致分析,可以诊断出几种心脏疾病。信号的质量决定了诊断的准确性。通常心电信号的大小非常大,并且与噪声有关。通过对心电信号进行压缩,可以方便地存储和传输心电信号。因此,重要的是预处理(去噪)和压缩到最大程度。近年来,人们对心电压缩进行了大量的研究。压缩技术是利用时域和变换域技术来实现的。在这项工作中,提出了一种通过主成分分析(PCA)的方法来压缩预处理的心电信号并有效地解压缩,从而保留最大的方差。该算法已对来自MIT-BIH数据库的28个心电信号进行了测试。为了分析算法的性能,以压缩比CR (compression ratio)和均方根差百分比PRD (Percent Root Mean Square Difference)作为性能参数进行计算。与其他研究人员提出的算法相比,该方法获得了良好的CR和较小的PRD。
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