确定平滑先验法中正则化参数相对于相应截止频率的精确值,用于设计滤波器

Y. Isler
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引用次数: 1

摘要

滤波器是改变信号相对于频率的幅度和/或相位特性的电气网络或软件。近年来,人们提出了一种新的去趋势方法来去除生物医学信号中缓慢的非平稳趋势,这种方法相当于高通滤波从给定信号中去除极低频分量。虽然最近发表的许多与心率变异性信号等生物医学信号分析相关的论文都使用了平滑先验去趋势方法,但是正则化参数与相应高通滤波器的截止频率之间并没有给出确切的关系。在本研究中,我们通过一个经验公式来呈现这种关系,该公式允许研究人员从期望的频率响应中计算参数,不仅适用于高通滤波器,也适用于其他滤波器类型。
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Determination of the exact value of the regularization parameter in smoothness priors method with respect to the corresponding cut-off frequencies for designing filters
A filter is an electrical network or software that alters the amplitude and/or phase characteristics of a signal with respect to frequency. Recently, a new detrending method has been presented to remove the slow nonstationary trends from biomedical signals, which is equivalent to high-pass filtering that removes very low frequency components from the given signal. Although many recently published papers, related to the analysis of biomedical signals like the heart rate variability signal, have used the smoothness priors detrending method, there is no given exact relationship between the regularization parameter and the cut-off frequency of the corresponding high pass filter. In this study, we present this relationship by an empirical formula which would allow the researchers to calculate the parameter from the desired frequency response for not only a high pass filter but also other filter types.
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