用于癫痫发作检测的光谱熵

Ahmad Mirzaei, A. Ayatollahi, P. Gifani, L. Salehi
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引用次数: 9

摘要

脑电图(EEG)是代表大脑状态的有价值信息的大脑信号。信号波形的结构可能包含关于大脑不同状态的有价值和有用的信息。由于生物信号是个人的,信号在时域和频域上都可能是高度随机的。因此,计算机分析是必要的。利用小波变换对脑电信号进行分解,得到系数集。本文将谱熵应用于这些系数集,用于癫痫发作的检测。该过程应用于三组不同的脑电图信号:1)健康状态,2)无癫痫发作期间的癫痫状态(间歇脑电图),3)癫痫发作期间的癫痫状态(间歇脑电图)。最后利用统计分析方法对系数集进行判别。该统计过程可以区分临界和健康受试者(闭眼)的cD2系数(15-30 Hz), p值为99%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spectral Entropy for Epileptic Seizures Detection
The electroencephalogram (EEG) is the brain signal that represented the valuable information about the brains condition. The configuration of the signals waveform may contain valuable and useful information about the different states of the brain. Since the biological signals are personal, indications may occur highly random in both time and frequency domains. Thus the computer analyzing is necessary. EEG is decomposed by wavelet transform and coefficient sets are obtained. In this paper spectral entropy is applied to these coefficient sets for epileptic seizures detection. This process is applied to three different groups of EEG signals: 1) healthy states, 2) epileptic states during a seizure-free interval (interictal EEG), 3) epileptic states during a seizure (ictal EEG). At the end the statistical analysis is applied for distinguishing the coefficient sets. This statistical process can differentiate between ictal and healthy subject (with eyes close) of cD2 coefficients (15-30 Hz) with 99% p-value.
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