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Multiscale entropy based multiscale principal component analysis for multichannel ECG data reduction

机译:基于多尺度熵的多尺度主成分分析用于多通道心电图数据归约

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In this work, multiscale principal component analysis (MSPCA) is applied to multichannel ECG signals. Multiresolution analysis of multichannel ECG data using L level Wavelet decomposition gives L + 1 subbands. Considering jthh subbands of all the channels of a standard 12 lead ECG signals, subband matrices are formed at multiscale levels. At Wavelet multiscale, principal component analysis (PCA) is applied to reduce the dimensions. For the selection of significant principal components at Wavelet subband matrices, multiscale entropy and eigenvalues are considered and a new method is proposed. The reconstructed signal fidelity is evaluated using qualitative and quantitative measures such as PRD, WWPRD & WEDD. A data reduction of 48.25% in terms of samples, is achieved with average percentage root mean square difference (PRD), Wavelet weighted PRD (WWPRD) and Wavelet energy based diagnostic distortion (WEDD) of 19.98, 31.84 & 10.07 respectively with acceptable signal quality.
机译:在这项工作中,将多尺度主成分分析(MSPCA)应用于多通道ECG信号。使用L级小波分解对多通道ECG数据进行多分辨率分析,得到L + 1个子带。考虑到标准12导联ECG信号所有通道的第j h个子带,子带矩阵在多尺度水平上形成。在小波多尺度上,应用主成分分析(PCA)来减小尺寸。为了选择小波子带矩阵上的重要主分量,考虑了多尺度熵和特征值,并提出了一种新的方法。使用定性和定量方法(如PRD,WWPRD和WEDD)评估重建的信号保真度。均方根均方差(PRD),小波加权PRD(WWPRD)和基于小波能量的诊断失真(WEDD)分别达到19.98、31.84和10.07,信号质量可接受,从而使数据减少了48.25%。 。

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