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具有多个组成部分的纵向节律模型参数的比较方法。

Methods for comparison of parameters from longitudinal rhythmometric models with multiple components.

作者信息

Fernandez José R, Mojón Artemio, Hermida Ramón C, Alonso Ignacio

机构信息

Bioengineering & Chronobiology Laboratories, University of Vigo, ETSI Telecomunicación, Campus Universitario, Vigo (Pontevedra), Spain.

出版信息

Chronobiol Int. 2003 May;20(3):495-513. doi: 10.1081/cbi-120021383.

Abstract

Multiple components linear least-squares methods have been proposed for the detection of periodic components in nonsinusoidal longitudinal time series. However, a proper test for comparison of parameters obtained from this method for two or more time series is not yet available. Accordingly, we propose two methods, one parametric and one nonparametric, to compare parameters from rhythmometric models with multiple components. The parametric method is based on techniques commonly and generally employed in linear regression analysis. The comparison of parameters among two or more time series is accomplished by the use of so-called dummy variables. The nonparametric method is based on bootstrap techniques. This approach basically tests if the difference in any given parameter obtained by fitting a model with the same periods to two different longitudinal time series differs from zero. This method calculates a confidence interval for the difference in the tested parameter. If this interval does not contain zero, it can be concluded that the parameters obtained from the two time series are different with high probability. An estimation of the p-value for the corresponding test can also be calculated. By the use of similar bootstrap techniques, confidence intervals can also be obtained for any parameter derived from the multiple component fit of several periods to nonsinusoidal longitudinal time series, including the orthophase (peak time), bathyphase (trough time), and global amplitude (difference between the maximum and the minimum) of the fitted model waveform. These methods represent a valuable tool for the comparison of rhythm parameters obtained by multiple component analysis, and they render this approach as a generally applicable one for waveform representation and detection of periodicities in nonsinusoidal, sparse, and noisy longitudinal time series sampled with either equidistant or unequidistant observations.

摘要

已提出多种成分线性最小二乘法用于检测非正弦纵向时间序列中的周期性成分。然而,对于通过该方法从两个或更多时间序列获得的参数进行比较的适当检验尚不可用。因此,我们提出了两种方法,一种是参数法,一种是非参数法,用于比较具有多个成分的节律测量模型的参数。参数法基于线性回归分析中常用和普遍采用的技术。两个或更多时间序列之间的参数比较通过使用所谓的虚拟变量来完成。非参数法基于自助法技术。这种方法主要检验用相同周期拟合模型得到的任意给定参数在两个不同纵向时间序列中的差异是否不同于零。该方法计算被检验参数差异的置信区间。如果该区间不包含零,则可以得出结论,从两个时间序列获得的参数很可能不同。还可以计算相应检验的p值估计。通过使用类似的自助法技术,对于从几个周期对非正弦纵向时间序列的多成分拟合中导出的任何参数,包括拟合模型波形的正相(峰值时间)、负相(谷值时间)和全局幅度(最大值与最小值之间的差值),也可以获得置信区间。这些方法是比较通过多成分分析获得的节律参数的宝贵工具,它们使这种方法成为一种普遍适用于非正弦、稀疏和有噪声的纵向时间序列(采用等距或非等距观测采样)的波形表示和周期性检测的方法。

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