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Bivariate piecewise stationary segmentation; improved pre-treatment for synchronization measures used on non-stationary biological signals

机译:二元分段固定分割;改进了用于非平稳生物信号的同步措施的预处理

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摘要

Analysis of synchronization between biological signals can be helpful in characterization of biological functions. Many commonly used measures of synchronicity assume that the signal is stationary. Biomedical signals are however often strongly non stationary. We propose to use a bivariate piecewise stationary pre-segmentation (bPSP) of the signals of interest, before the computation of synchronization measures on biomedical signals to improve the performance of standard synchronization measures. In prior work we have shown how this can be achieved by using the auto-spectrum of either one of the signals under investigation. In this work we show how major improvements of the performance of synchronization measures can be achieved using the cross-spectrum of the signals to detect stationary changes which occur independently in either signal. We show on synthetic as well as on real biological signals (epileptic EEG and uterine EMG) that the proposed bPSP approach increases the accuracy of the measures by making a good tradeoff between the stationarity assumption and the length of the analyzed segments, when compared to the classical windowing method.
机译:分析生物信号之间的同步性可能有助于表征生物功能。许多常用的同步措施都假定信号是稳定的。然而,生物医学信号通常是非常不稳定的。我们建议在对生物医学信号进行同步测量之前,使用目标信号的二元分段平稳预分段(bPSP),以提高标准同步测量的性能。在先前的工作中,我们已经展示了如何通过使用所研究信号之一的自动频谱来实现这一目标。在这项工作中,我们展示了如何使用信号的互谱来检测在任一信号中独立发生的平稳变化,从而可以实现同步措施性能的重大改善。我们在合成信号和实际生物学信号(癫痫性脑电图和子宫肌电图)上均表明,与平稳模式相比,拟议的bPSP方法通过在平稳性假设和所分析段的长度之间做出良好折衷,从而提高了测量的准确性。经典的加窗方法。

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