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Adaptive filtering and analysis of EEG signals in the time-frequency domain based on the local entropy

机译:基于局部熵的时频域中EEG信号的自适应滤波和分析

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The brain dynamics in the electroencephalogram (EEG) data are often challenging to interpret, specially when the signal is a combination of desired brain dynamics and noise. Thus, in an EEG signal, anything other than the desired electrical activity, which is produced due to coordinated electrochemical process, can be considered as unwanted or noise. To make brain dynamics more analyzable, it is necessary to remove noise in the temporal location of interest, as well as to denoise data from a specific spatial location. In this paper, we propose a novel method for noisy EEG analysis with accompanying toolbox which includes adaptive, data-driven noise removal technique based on the improved intersection of confidence interval (ICI)-based algorithm. Next, a local entropy-based method for EEG data analysis was designed and included in the toolbox. As shown in the paper, the relative intersection of confidence interval (RICI) procedure retains the dominant dipole activity projected on electrodes, while the local (short-term) Rényi entropy-based analysis of the EEG representation in the time-frequency domain is efficient in detecting the presence of P300 event-related potential (ERP) at specific electrodes. Namely, the P300 are detected as sharp drop of entropy in the temporal domain that enabled accurate calculation of the index of the noise class for the EEG signals.
机译:脑电图中的脑动力学(EEG)数据通常是挑战,特别是当信号是所需的脑动力学和噪声的组合时,特别是。因此,在EEG信号中,除了协调电化学过程引起的所需电活动之外的任何内容可以被认为是不需要的或噪声。为了使脑动力学更加分析,需要去除感兴趣的时间位置中的噪声,以及从特定空间位置代替数据。在本文中,我们提出了一种具有附带工具箱的嘈杂EEG分析的新方法,包括基于改进置信区间(ICI)的算法的改进的交叉点的自适应,数据驱动的噪声去除技术。接下来,设计并包含在工具箱中的本地熵的EEG数据分析方法。如本文所示,置信区间(RICI)程序的相对交叉点保留在电极上突出的主要偶极活性,而当地(短期)Rényi熵在时频域中的EEG表示的基于熵的分析是有效的在检测特定电极的P300与事件相关电位(ERP)的存在时。即,P300被检测为临时域中的尖锐熵滴,使能够精确计算EEG信号的噪声类索引。

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