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Time-frequency characterization of interdependencies in nonstationary signals: application to epileptic EEG

机译:非平稳信号中相互依赖性的时频表征:在癫痫脑电图中的应用

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摘要

For the past decades, numerous works have been dedicated to the development of signal processing methods aimed at measuring the degree of association between EEG signals. This interdependency parameter, which may be defined in various ways, is often used to characterize a functional coupling between different brain structures or regions during either normal or pathological processes. In this paper we focus on the time-frequency characterization of the interdependency between signals. Particularly, we propose a novel estimator of the linear relationship between nonstationary signals based on the cross correlation of narrow band filtered signals. This estimator is compared to a more classical estimator based on the coherence function. In a simulation framework, results show that it may exhibit better statistical performances (bias and variance or mean square error) when a priori knowledge about time delay between signals is available. On real data (intracerebral EEG signals), results show that this estimator may also enhance the readability of the time-frequency representation of relationship and thus can improve the interpretation of nonstationary interdependencies in EEG signals. Finally, we illustrate the importance of characterizing the relationship in both time and frequency domains by comparing with frequency-independent methods (linear and nonlinear).
机译:在过去的几十年中,许多工作致力于信号处理方法的开发,旨在测量EEG信号之间的关联度。可以以多种方式定义的这种相互依赖性参数,通常用于表征正常或病理过程中不同大脑结构或区域之间的功能耦合。在本文中,我们专注于信号之间的相互依赖性的时频表征。特别是,我们提出了一种基于窄带滤波信号的互相关性的非平稳信号之间线性关系的新型估计器。将该估计量与基于相干函数的更为经典的估计量进行比较。在仿真框架中,结果表明,当可获得有关信号之间时间延迟的先验知识时,它可能会表现出更好的统计性能(偏差和方差或均方误差)。在真实数据(脑内脑电信号)上,结果表明该估计器还可以增强关系的时频表示的可读性,从而可以改善脑电信号中非平稳相互依赖性的解释。最后,我们通过与频率无关的方法(线性和非线性)进行比较,说明了在时域和频域中表征关系的重要性。

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