样本量测定
相关性
I类和II类错误
计算机科学
协方差
统计能力
样品(材料)
协方差矩阵
统计
功能连接
异构网络
数据挖掘
模式识别(心理学)
数学
人工智能
心理学
神经科学
几何学
无线网络
电信
色谱法
化学
无线
作者
Fatemeh Pourmotahari,Hassan Doosti,Nasrin Borumandnia,Seyyed Mohammad Tabatabaei,Hamid Alavi Majd
标识
DOI:10.1186/s12874-022-01712-8
摘要
Functional connectivity (FC) studies are often performed to discern different patterns of brain connectivity networks between healthy and patient groups. Since many neuropsychiatric disorders are related to the change in these patterns, accurate modelling of FC data can provide useful information about disease pathologies. However, analysing functional connectivity data faces several challenges, including the correlations of the connectivity edges associated with network topological characteristics, the large number of parameters in the covariance matrix, and taking into account the heterogeneity across subjects.This study provides a new statistical approach to compare the FC networks between subgroups that consider the network topological structure of brain regions and subject heterogeneity.The power based on the heterogeneity structure of identity scaled in a sample size of 25 exhibited values greater than 0.90 without influencing the degree of correlation, heterogeneity, and the number of regions. This index had values above 0.80 in the small sample size and high correlation. In most scenarios, the type I error was close to 0.05. Moreover, the application of this model on real data related to autism was also investigated, which indicated no significant difference in FC networks between healthy and patient individuals.The results from simulation data indicated that the proposed model has high power and near-nominal type I error rates in most scenarios.
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