Detection of epileptic seizure employing a novel set of features extracted from multifractal spectrum of electroencephalogram signals

R. Bose, S. Pratiher, S. Chatterjee
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引用次数: 28

Abstract

Here, a technique for automated detection of epilepsy is proposed, based on a novel set of features derived from the multifractal spectrum of electroencephalogram (EEG) signals. In fractal geometry, multifractal detrended fluctuation analysis (MDFA) is a technique to examine the self-similarity of a non-linear, chaotic and noisy time series. EEG signals which are representatives of complex human brain dynamics can be effectively characterised by MDFA. Here, EEG signals representing healthy, interictal and seizure activities are acquired from an available dataset. The acquired signals are at first analysed using MDFA. Based on the multifractal analysis, 14 novel features are proposed in this study, to distinguish between different types of EEG signals. The statistical significance of the selected features is evaluated using Kruskal–Wallis test and is finally served as input feature vector to a support vector machines classifier for the classification of EEG signals. Four classification problems are presented in this work and it is observed that 100% classification accuracy is obtained for three problems which validate the efficacy of the proposed model for computer-aided diagnosis of epilepsy.
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从脑电图信号的多重分形谱中提取一组新的特征来检测癫痫发作
本文提出了一种基于脑电图(EEG)信号多重分形谱的一组新特征的癫痫自动检测技术。在分形几何中,多重分形去趋势波动分析(MDFA)是一种检验非线性、混沌和噪声时间序列自相似性的技术。脑电信号是人脑复杂动力学的代表,可通过MDFA有效表征。在这里,代表健康、间歇和癫痫活动的脑电图信号是从一个可用的数据集中获得的。首先用MDFA对采集到的信号进行分析。基于多重分形分析,本研究提出了14个新的特征来区分不同类型的脑电信号。采用Kruskal-Wallis检验对所选特征进行统计显著性评价,最后作为支持向量机分类器的输入特征向量进行脑电信号分类。本文提出了4个分类问题,其中3个问题的分类准确率达到100%,验证了该模型在癫痫计算机辅助诊断中的有效性。
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