Romero S, Mañanas M A, Barbanoj M J
Department of Automatic Control (ESAII), Biomedical Engineering Research Center, Universitat Politecnica de Catalunya (UPC), Barcelona, Spain.
Ann Biomed Eng. 2009 Jan;37(1):176-91. doi: 10.1007/s10439-008-9589-6. Epub 2008 Nov 5.
Quantitative electroencephalographic (EEG) analysis is very useful for diagnosing dysfunctional neural states and for evaluating drug effects on the brain, among others. However, the bidirectional contamination between electrooculographic (EOG) and cerebral activities can mislead and induce wrong conclusions from EEG recordings. Different methods for ocular reduction have been developed but only few studies have shown an objective evaluation of their performance. For this purpose, the following approaches were evaluated with simulated data: regression analysis, adaptive filtering, and blind source separation (BSS). In the first two, filtered versions were also taken into account by filtering EOG references in order to reduce the cancellation of cerebral high frequency components in EEG data. Performance of these methods was quantitatively evaluated by level of similarity, agreement and errors in spectral variables both between sources and corrected EEG recordings. Topographic distributions showed that errors were located at anterior sites and especially in frontopolar and lateral-frontal regions. In addition, these errors were higher in theta and especially delta band. In general, filtered versions of time-domain regression and of adaptive filtering with RLS algorithm provided a very effective ocular reduction. However, BSS based on second order statistics showed the highest similarity indexes and the lowest errors in spectral variables.
定量脑电图(EEG)分析在诊断神经功能障碍状态以及评估药物对大脑的影响等方面非常有用。然而,眼电图(EOG)与大脑活动之间的双向干扰会误导并导致从EEG记录得出错误结论。已经开发了不同的眼电信号消除方法,但只有少数研究对其性能进行了客观评估。为此,使用模拟数据对以下方法进行了评估:回归分析、自适应滤波和盲源分离(BSS)。在前两种方法中,还通过对EOG参考信号进行滤波来考虑滤波版本,以减少EEG数据中大脑高频成分被抵消的情况。通过源信号与校正后的EEG记录之间频谱变量的相似性水平、一致性和误差对这些方法的性能进行了定量评估。地形图分布表明,误差位于前部位置,尤其是额极和额外侧区域。此外,这些误差在θ频段尤其是δ频段更高。总体而言,时域回归的滤波版本以及使用RLS算法的自适应滤波提供了非常有效的眼电信号消除。然而,基于二阶统计量的BSS显示出最高的相似性指标和最低的频谱变量误差。