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Matrix Operation of Anti-aliasing Algorithm for 4ingle-scale Discrete Wavelet Transform

机译:四尺度离散小波变换抗混叠算法的矩阵运算

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摘要

The single-scale reconstruction of the discrete wavelet transform (DWT) is an important tool for feature extraction of signal processing. However, the popular convolution operation of this method entails an unacceptable time cost when analyzing the large volume of signals. And what's worse, this method is usually invalided by the frequency aliasing inherent in the DWT. In this paper,a novel algorithm is proposed to combine the anti-aliasing algorithm with the matrix operation for the single-scale wavelet reconstruction. The validity and efficiency of the proposed algorithm are testified with the simulation study. The results reveal that the proposed matrix operation of the single-scale wavelet reconstruction effectively removes the aliasing frequencies and significantly reduces the time cost of processing. Therefore, the proposed algorithm can serve as a reliable and fast alternative approach in practical application.
机译:离散小波变换(DWT)的单级重建是信号处理特征提取的重要工具。然而,当分析大量信号时,该方法的流行卷积操作需要不可接受的时间成本。更糟糕的是,这种方法通常由DWT中固有的频率别名而不是所在的。本文提出了一种新的算法,将抗锯齿算法与单级小波重建的矩阵操作组合。通过模拟研究证实了所提出的算法的有效性和效率。结果表明,单尺度小波重建的所提出的矩阵操作有效地消除了混叠频率,并显着降低了处理的时间成本。因此,所提出的算法可以用作实际应用中可靠而快速的替代方法。

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