Small-World Networks and Functional Connectivity in Alzheimer's Disease

小世界网络 脑电图 功能连接 路径长度 功率图分析 聚类系数 成对比较 复杂网络 图论 图形 计算机科学 神经科学 同步(交流) 星团(航天器) 模式识别(心理学) 心理学 数学 人工智能 拓扑(电路) 组合数学 聚类分析 理论计算机科学 程序设计语言 计算机网络
作者
Cornelis J. Stam,Brent Manley Jones,Guido Nolte,Michael Breakspear,Ph. Scheltens
出处
期刊:Cerebral Cortex [Oxford University Press]
卷期号:17 (1): 92-99 被引量:1081
标识
DOI:10.1093/cercor/bhj127
摘要

We investigated whether functional brain networks are abnormally organized in Alzheimer's disease (AD). To this end, graph theoretical analysis was applied to matrices of functional connectivity of beta band-filtered electroencephalography (EEG) channels, in 15 Alzheimer patients and 13 control subjects. Correlations between all pairwise combinations of EEG channels were determined with the synchronization likelihood. The resulting synchronization matrices were converted to graphs by applying a threshold, and cluster coefficients and path lengths were computed as a function of threshold or as a function of degree K. For a wide range of thresholds, the characteristic path length L was significantly longer in the Alzheimer patients, whereas the cluster coefficient C showed no significant changes. This pattern was still present when L and C were computed as a function of K. A longer path length with a relatively preserved cluster coefficient suggests a loss of complexity and a less optimal organization. The present study provides further support for the presence of "small-world" features in functional brain networks and demonstrates that AD is characterized by a loss of small-world network characteristics. Graph theoretical analysis may be a useful approach to study the complexity of patterns of interrelations between EEG channels.
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