基于置换熵和有限穿透可见图的脑电信号研究

Honghong Xu, Jiafei Dai, Jin Li, Jun Wang, F. Hou
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引用次数: 2

摘要

复杂网络可以看作是描述复杂系统的一种方式。从20世纪末开始,复杂网络理论逐渐渗透到社会科学的各个领域,成为人们解决问题的重要工具之一。复杂网络理论有助于研究大脑不同区域之间的相互作用、拓扑结构和动态信息,以及疾病与生理功能的关系。脑电图(EEG)是疾病诊断和预测的重要工具。采用置换熵(PE)和有限穿透可见性图(LPVG)算法构建复杂网络,实现网络可视化。利用该方法研究了21例正常人和21例癫痫患者的脑电图信号,并比较了不同脑网络的统计特征。实验结果验证了PE和LPVG算法用于脑功能网络分析的有效性,并表明不同类型的注意脑电信号的特征是不同的。该方法为进一步研究癫痫脑电信号的脑功能网络动态提供了重要参考。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Research of EEG Signal Based on Permutation Entropy and Limited Penetrable Visibility Graph
Complex networks can be seen as a way of describing complex systems. Starting from the end of the twentieth Century, the theory of complex network has gradually penetrated into all fields of social science, and it has become one of the most important tools for people to solve the problem. The complex network theory is helpful in studying the interaction between different brain regions, topology structure and the dynamic information, as well as the relationship between disease and physiological function. Electroencephalogram(EEG) is an important tool for the disease diagnosis and prediction. The paper adopts Permutation Entropy(PE) and Limited Penetrable Visibility Graph(LPVG) algorithm to construct the complex networks and implement networks visualization. Using this method to research 21 normal people and 21 epilepsy EEG signal, in addition compare statistical characteristics of different brain networks. The results verify the validity of the PE and LPVG algorithm for analyzing brain functional networks and show that the properties of the different attention EEG are different. This method provides important reference for further study of the brain function network dynamics of epileptic EEG signals.
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