基于多层感知器神经网络模型的脑电信号分类离散化方法

Umut Orhan, M. Hekim, M. Özer
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引用次数: 7

摘要

脑电图(EEG)记录系统已被一些研究人员频繁地用作癫痫诊断的信息来源。本研究采用多层感知器神经网络(Multilayer Perceptron Neural Network, MLPNN)模型对重新排列的脑电信号进行分类。使用的数据由A、B、C、D、E五组组成,每组包含100个EEG段。本研究在每个脑电信号段的振幅轴上选取间隔相等的中心点。通过将每个振幅值移到离自己最近的中心点,对脑电信号进行重新排列。重排过程采用等宽离散化(EWD)方法。采用离散小波变换(DWT)计算脑电信号各片段的小波系数。将这些系数的均值、标准差和熵作为MLPNN模型的输入。通过交叉验证避免了模型的过拟合。采用相同的MLPNN模型进行两种不同的分类实验:1)健康志愿者、癫痫发作期间的癫痫患者和非癫痫发作间期的癫痫患者的分类,2)癫痫发作期间和非癫痫发作间期的癫痫患者的分类。MLPNN模型对脑电信号的分类精度在第一次实验中达到99.60%,在第二次实验中达到100%。结果表明,MLPNN对振幅轴重排后的脑电信号分类效果较好。
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Discretization approach to EEG signal classification using Multilayer Perceptron Neural Network model
Electroencephalogram (EEG) recording systems have been frequently used as the sources of information in diagnosis of epilepsy by several researchers. In this study, rearranged EEG signals were classified by Multilayer Perceptron Neural Network (MLPNN) model. Used data consists of five groups (A, B, C, D, and E) each containing 100 EEG segments. In this study, center points with equal interval were selected on amplitude axis of each EEG segment. EEG signals were rearranged by way of that each amplitude value was shifted to the center point closest to itself. Equal width discretization (EWD) method was used for rearrangement process. Wavelet coefficients of each segment of EEG signals were computed by using discrete wavelet transform (DWT). The mean, the standard deviation and the entropy of these coefficients was used as the inputs of MLPNN model. The model was protected from the overfitting by cross validation. Two different classification experiments were implemented by the same MLPNN model: 1) the classification of healthy volunteers, epilepsy patients during seizure and epilepsy patients during a seizure-free interval, 2) the classification of epilepsy patients during seizure and seizure-free interval. MLPNN model classified EEG signals with the accuracy of 99.60% in first experiment and 100% in second experiment. It is observed that MLPNN classification of EEG signals after rearrangement in amplitude axis provides better results.
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