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Ocular Reduction in EEG Signals Based on Adaptive Filtering, Regression and Blind Source Separation

机译:基于自适应滤波,回归和盲源分离的脑电信号眼减少

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摘要

Quantitative electroencephalographic (EEG) analysis\udis very useful for diagnosing dysfunctional neural states\udand for evaluating drug effects on the brain, among others.\udHowever, the bidirectional contamination between electrooculographic\ud(EOG) and cerebral activities can mislead and\udinduce wrong conclusions from EEG recordings. Different\udmethods for ocular reduction have been developed but only\udfew studies have shown an objective evaluation of their\udperformance. For this purpose, the following approaches\udwere evaluated with simulated data: regression analysis,\udadaptive filtering, and blind source separation (BSS). In the\udfirst two, filtered versions were also taken into account by\udfiltering EOG references in order to reduce the cancellation\udof cerebral high frequency components in EEG data.\udPerformance of these methods was quantitatively evaluated\udby level of similarity, agreement and errors in spectral\udvariables both between sources and corrected EEG recordings.\udTopographic distributions showed that errors were\udlocated at anterior sites and especially in frontopolar and\udlateral–frontal regions. In addition, these errors were higher\udin theta and especially delta band. In general, filtered versions\udof time-domain regression and of adaptive filtering with RLS\udalgorithm provided a very effective ocular reduction. However,\udBSS based on second order statistics showed the highest\udsimilarity indexes and the lowest errors in spectral variables.
机译:定量脑电图(EEG)分析对于诊断功能障碍的神经状态非常有用\ udand评估对大脑的药物作用等。\ ud然而,眼电图\ ud(EOG)与大脑活动之间的双向污染可能会误导和\ uducate错误脑电图记录的结论。已经开发了用于减少眼球的不同\ udmethods,但只有\ udfew的研究显示了对其\ udperformance的客观评估。为此,使用模拟数据对以下方法进行了评估:回归分析,适应性过滤和盲源分离(BSS)。在\前两个\中,还通过对EOG参考进行\ udfiltering来考虑过滤后的版本,以减少\ EEG数据中脑高频成分的抵消\ ud。对这些方法的性能进行了定量评估\ udby相似性,一致性和一致性源与校正后的脑电图记录之间的光谱\变量变化中的误差。\ ud地形分布表明,误差分布在前部位置,尤其是在极极和\外侧-额部区域。另外,这些误差较高\ udin theta,尤其是δ带。通常,过滤后的版本\ udof时域回归和具有RLS \ udalgorithm的自适应过滤可提供非常有效的眼图减少效果。然而,基于二阶统计量的\ udBSS在频谱变量中显示出最高的\ udlikeness指数和最低的误差。

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