适合脑电信号分析的母小波选择:频带分解和判别特征选择

Romain Atangana, D. Tchiotsop, G. Kenné, Laurent Chanel Djoufack Nkengfack
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引用次数: 6

摘要

小波变换是对脑电图等非平稳信号进行时频分析的有力工具。本研究的目的是选择最合适的母小波函数(MWT)来分析正常、无癫痫发作和癫痫发作的脑电信号。可以使用多种多波小波变换,但最好的多波小波变换是在小波系数上保留原始信号信息的准总体,并在频率上收集更多的脑电节律。本研究以Daubechies、Symlets和Coiflets正交族作为母小波函数。以均方根差(PRD)百分比、信噪比(SNR)和模拟频率作为选择指标。仿真结果表明,Daubechies的4级小波(Db4)是最适合脑电信号频段分解的MWT。此外,由于提取的特征具有冗余性,采用线性判别分析(LDA)进行特征选择。散点图显示,所选择的特征向量代表了频率分布的变化量,并且携带了它们类的大部分判别性和代表性信息。然后,本研究可以为选择合适的小波变换和判别特征提供参考。
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Suitable Mother Wavelet Selection for EEG Signals Analysis: Frequency Bands Decomposition and Discriminative Feature Selection
Wavelet transform (WT) is a powerful modern tool for time-frequency analysis of non-stationary signals such as electroencephalogram (EEG). The aim of this study is to choose the best and suitable mother wavelet function (MWT) for analyzing normal, seizure-free and seizured EEG signals. Several MWTs can be used, but the best MWT is the one that conserves the quasi-totality of information of the original signal on wavelet coefficients and gather more EEG rhythms in terms of frequency. In this study, Daubechies, Symlets and Coiflets orthogonal families were used as bsis mother wavelet functions. The percentage rootmeans square difference (PRD), the signal to noise ratio (SNR) and the simulated frequencies as the selection metrics. Simulation results indicate Daubechies wavelet at level 4 (Db4) as the most suitable MWT for EEG frequency bands decomposition.Furthermore, due to the redundancy of the extracted features, linear discriminant analysis (LDA) is applied for feature selection. Scatter plot showed that the selected feature vector represents the amount of changes in frequency distribution and carries most of the discriminative and representative information about their classes. Then, this study can provide a reference for the selection of a suitable MWT and discriminativefeatures.
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