de Cheveigné Alain, Arzounian Dorothée
Laboratoire des Systèmes Perceptifs, UMR 8248, CNRS, France. Département d'Etudes Cognitives, Ecole Normale Supérieure, PSL* Research University, France. UCL Ear Institute, UK.
J Neural Eng. 2015 Dec;12(6):066020. doi: 10.1088/1741-2560/12/6/066020. Epub 2015 Oct 26.
Oscillations are an important aspect of brain activity, but they often have a low signal-to-noise ratio (SNR) due to source-to-electrode mixing with competing brain activity and noise. Filtering can improve the SNR of narrowband signals, but it introduces ringing effects that may masquerade as genuine oscillations, leading to uncertainty as to the true oscillatory nature of the phenomena. Likewise, time-frequency analysis kernels have a temporal extent that blurs the time course of narrowband activity, introducing uncertainty as to timing and causal relations between events and/or frequency bands.
Here, we propose a methodology that reveals narrowband activity within multichannel data such as electroencephalography, magnetoencephalography, electrocorticography or local field potential. The method exploits the between-channel correlation structure of the data to suppress competing sources by joint diagonalization of the covariance matrices of narrowband filtered and unfiltered data.
Applied to synthetic and real data, the method effectively extracts narrowband components at unfavorable SNR.
Oscillatory components of brain activity, including weak sources that are hard or impossible to observe using standard methods, can be detected and their time course plotted accurately. The method avoids the temporal artifacts of standard filtering and time-frequency analysis methods with which it remains complementary.
振荡是脑活动的一个重要方面,但由于源到电极的混合以及竞争性脑活动和噪声的存在,它们的信噪比(SNR)往往较低。滤波可以提高窄带信号的信噪比,但会引入振铃效应,这可能会伪装成真正的振荡,导致对现象的真实振荡性质产生不确定性。同样,时频分析核具有时间范围,会模糊窄带活动的时间进程,导致事件和/或频段之间的时间和因果关系存在不确定性。
在此,我们提出一种方法,用于揭示多通道数据(如脑电图、脑磁图、皮层脑电图或局部场电位)中的窄带活动。该方法利用数据的通道间相关结构,通过对窄带滤波和未滤波数据的协方差矩阵进行联合对角化来抑制竞争源。
应用于合成数据和真实数据时,该方法在不利的信噪比条件下有效地提取了窄带成分。
可以检测到脑活动的振荡成分,包括使用标准方法难以或无法观察到的微弱源,并准确绘制其时间进程。该方法避免了标准滤波和时频分析方法的时间伪影,与之互补。