脑电图信号优势分量的双峰高斯PDF用于癫痫活动分类

Tanima Tasmin Chowdhury, A. Z. Zadidul Karim, S. Fattah, C. Shahnaz
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引用次数: 1

摘要

本文利用经验模态分解(EMD)对脑电图信号进行时频域运算,对健康人的正常活动、癫痫患者的非发作(发作间期)活动和癫痫患者的发作(发作期)活动进行分类。利用周期图分析本征模态函数集的功率谱密度估计,指出一些突出的本征模态函数用于分类问题是合理的。利用双峰分布这一双分量高斯统计模型,对特定的超前IMFs进行信息汇总,并利用双分量高斯概率密度函数(PDF)的建模参数提出特征集。利用Kolmogorov-Smirnov (K-S检验)拟合优度假设检验对经验PDF和高斯PDF进行了绘制,发现高斯统计模型最有效地为支持向量机和人工神经网络分类器提供高斯PDF的建模参数,用于癫痫发作的正态、间期和发作期分类。在使用相同的基准EEG数据集和分类器进行大范围的模拟时,与最新方法相比,所提出的技术具有更高的灵敏度、特异性和准确性。
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Bimodal Gaussian PDF of the Dominant IMFs of EEG Signals for Seizure Activity Classification
In this paper, time-frequency domain operation exploiting Empirical Mode Decomposition (EMD) is performed on EEG signals to classify normal activity of healthy person, non-seizure (inter-ictal) and seizure (ictal) activity of seizure patients. Analyzing power spectral density estimation in the set of Intrinsic Mode Functions (IMFs) by periodogram, it is seen rational to specify some prominent IMFs to use in classification problem. Bimodal distribution which is two components Gaussian statistical model is utilized in specified leading IMFs to summarize information in it and propose feature set using the modeling parameters of two component Gaussian probability density function (PDF). Empirical and Gaussian PDF have been plotted along with Kolmogorov-Smirnov (K-S test) goodness-of-fit hypothesis test and found Gaussian statistical model most effective to feed modeling parameters of Gaussian PDF in SVM and ANN classifier for normal, inter-ictal and ictal stages of seizure classification. The proposed technique is accomplished with making higher sensitivity, specificity and accuracy compared to that made by an up-to-date method while wide range of simulations were performed using the same benchmark EEG dataset and classifier.
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