基于补偿GMM分类器的Haar和dB2癫痫检测分析

G. C, Gowri Shankar M, H. Rajaguru, Priyanka G S, A. T
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引用次数: 0

摘要

癫痫是一种影响全球大量个体的神经系统疾病,他们的药物治疗并不总是有效。分析使用脑电图(EEG)所作的记录可以为人们提供有关导致癫痫形成的系统的丰富信息。对于显示非平稳信号的许多属性,如重复模式和不连续,小波变换工具是非常有用的。因此,采用小波变换工具对癫痫样事件进行量化和研究。在本研究中,采用Haar和dB2对EEG输出进行特征降维。然后,利用补偿高斯混合模型(Compensatory Gaussian Mixture Model, GMM)学习算法对约简信息进行识别。结果表明,使用补偿GMM识别Haar小波特征的平均准确率为89.43%,使用补偿GMM识别dB2小波特征的平均准确率为85.75%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analyzing Haar and dB2 with Compensatory GMM Classifier for Epilepsy Detection
Epilepsy is a neurological illness that affects a significant number of individuals all over the globe, and the treatment that they get with medicine is not always effective. Analyzing recordings made using electroencephalography (EEG) could provide one with a wealth of information on the system that is responsible for the formation of epilepsy. For exhibiting the many attributes of non stationary signals, like recurring patterns and discontinuities, the wavelet transform tool is very helpful. Therefore, the wavelet transform tool is employed in order to quantify and investigate the epileptiform events. In this study, Haar and dB2 are employed to reduce the features dimensionality from EEG outputs. After this, the reduced information is identified with the assistance of a Compensatory Gaussian Mixture Model (GMM) learning algorithm. Results indicate that an average accuracy of 89.43% is achieved when the Haar wavelet features is identified using compensatory GMM and an average accuracy of 85.75% is achieved when the dB2 wavelet features is identified using compensatory GMM.
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