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长时间温度时间序列数据的角余弦分析

Cosinor analysis for temperature time series data of long duration.

作者信息

Padhye Nikhil S, Hanneman Sandra K

机构信息

Center for Nursing Research at University of Texas School of Nursing at Houston, Houston, Texas 77225-0334, USA.

出版信息

Biol Res Nurs. 2007 Jul;9(1):30-41. doi: 10.1177/1099800407303509.

Abstract

The application of cosinor models to long time series requires special attention. With increasing length of the time series, the presence of noise and drifts in rhythm parameters from cycle to cycle lead to rapid deterioration of cosinor models. The sensitivity of amplitude and model-fit to the data length is demonstrated for body temperature data from ambulatory menstrual cycling and menopausal women and from ambulatory male swine. It follows that amplitude comparisons between studies cannot be made independent of consideration of the data length. Cosinor analysis may be carried out on serial-sections of the series for improved model-fit and for tracking changes in rhythm parameters. Noise and drift reduction can also be achieved by folding the series onto a single cycle, which leads to substantial gains in the model-fit but lowers the amplitude. Central values of model parameters are negligibly changed by consideration of the autoregressive nature of residuals.

摘要

将余弦节律模型应用于长时间序列需要特别注意。随着时间序列长度的增加,周期之间节律参数中的噪声和漂移的存在会导致余弦节律模型迅速恶化。对于动态月经周期和绝经后女性以及动态雄性猪的体温数据,证明了振幅和模型拟合对数据长度的敏感性。因此,不同研究之间的振幅比较不能独立于对数据长度的考虑。可以对序列的连续部分进行余弦节律分析,以改善模型拟合并跟踪节律参数的变化。通过将序列折叠到单个周期上也可以实现噪声和漂移的减少,这会导致模型拟合有显著提高,但会降低振幅。考虑残差的自回归性质对模型参数的中心值影响可忽略不计。

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