Faculty of Electrical Engineering, Mechanical Engineering and Naval Architecture, University of Split, R. Boškovića 32, 21000 Split, Croatia.
Comput Biol Med. 2013 Dec;43(12):2110-7. doi: 10.1016/j.compbiomed.2013.10.002. Epub 2013 Oct 10.
This study presents a novel approach for the electroencephalogram (EEG) signal quantification in which the empirical mode decomposition method, a time-frequency method designated for nonlinear and non-stationary signals, decomposes the EEG signal into intrinsic mode functions (IMF) with corresponding frequency ranges that characterize the appropriate oscillatory modes embedded in the brain neural activity acquired using EEG. To calculate the instantaneous frequency of IMFs, an algorithm was developed using the Generalized Zero Crossing method. From the resulting frequencies, two different novel features were generated: the median instantaneous frequencies and the number of instantaneous frequency changes during a 30s segment for seven IMFs. The sleep stage classification for the daytime sleep of 20 healthy babies was determined using the Support Vector Machine classification algorithm. The results were evaluated using the cross-validation method to achieve an approximately 90% accuracy and with new examinee data to achieve 80% average accuracy of classification. The obtained results were higher than the human experts' agreement and were statistically significant, which positioned the method, based on the proposed features, as an efficient procedure for automatic sleep stage classification. The uniqueness of this study arises from newly proposed features of the time-frequency domain, which bind characteristics of the sleep signals to the oscillation modes of brain activity, reflecting the physical characteristics of sleep, and thus have the potential to highlight the congruency of twin pairs with potential implications for the genetic determination of sleep.
本研究提出了一种新的脑电图(EEG)信号量化方法,该方法使用经验模态分解方法(一种针对非线性和非平稳信号的时频方法)将 EEG 信号分解为固有模态函数(IMF),每个 IMF 都有相应的频率范围,这些频率范围可以描述大脑神经活动中嵌入的适当振荡模式。为了计算 IMF 的瞬时频率,我们开发了一种使用广义过零算法的算法。从得到的频率中,生成了两个不同的新特征:七个 IMF 中 30 秒片段的中位数瞬时频率和瞬时频率变化的数量。使用支持向量机分类算法对 20 名健康婴儿的日间睡眠进行了睡眠阶段分类。使用交叉验证方法评估结果,准确率约为 90%,使用新的测试数据,分类准确率平均为 80%。所得结果高于人类专家的一致性,且具有统计学意义,这表明该方法基于所提出的特征,可以作为自动睡眠阶段分类的有效程序。本研究的独特之处在于提出了新的时频域特征,这些特征将睡眠信号的特征与大脑活动的振荡模式联系起来,反映了睡眠的物理特征,因此有可能突出同卵双胞胎的一致性,这可能对睡眠的遗传决定有影响。