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Electroencephalographic Data Analysis With Visibility Graph Technique for Quantitative Assessment of Brain Dysfunction

机译:脑电图数据分析与可见度图技术定量评估脑功能障碍

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摘要

Usual techniques for electroencephalographic (EEG) data analysis lack some of the important properties essential for quantitative assessment of the progress of the dysfunction of the human brain. EEG data are essentially nonlinear and this nonlinear time series has been identified as multi-fractal in nature. We need rigorous techniques for such analysis. In this article, we present the visibility graph as the latest, rigorous technique that can assess the degree of multifractality accurately and reliably. Moreover, it has also been found that this technique can give reliable results with test data of comparatively short length. In this work, the visibility graph algorithm has been used for mapping a time series-EEG signals-to a graph to study complexity and fractality of the time series through investigation of its complexity. The power of scale-freeness of visibility graph has been used as an effective method for measuring fractality in the EEG signal. The scale-freeness of the visibility graph has also been observed after averaging the statistically independent samples of the signal. Scale-freeness of the visibility graph has been calculated for 5 sets of EEG data patterns varying from normal eye closed to epileptic. The change in the values is analyzed further, and it has been observed that it reduces uniformly from normal eye closed to epileptic.
机译:常规的脑电图(EEG)数据分析技术缺少一些重要的属性,这些属性对于定量评估人脑功能障碍的进展至关重要。脑电数据本质上是非线性的,并且该非线性时间序列在本质上已被确定为多重分形。我们需要严格的技术来进行此类分析。在本文中,我们将能见度图作为一种最新的严格技术,可以准确,可靠地评估多重分形程度。此外,还发现该技术可以用较短长度的测试数据给出可靠的结果。在这项工作中,可见性图算法已用于将时间序列-EEG信号映射到图,以通过研究其复杂度来研究时间序列的复杂性和分形性。可见度图的无标度功效已被用作测量EEG信号分形性的有效方法。在对信号的统计独立样本进行平均后,还可以观察到可见度图的无标度。已针对从正常闭眼到癫痫发作的5组EEG数据模式计算了可见度图的无标度。值的变化被进一步分析,并且已经观察到,从正常的眼睛闭合到癫痫病,该变化均匀地减小。

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