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The mean–variance relationship reveals two possible strategies for dynamic brain connectivity analysis in fMRI

机译:均值-方差关系揭示了功能磁共振成像中动态大脑连通性分析的两种可能策略

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摘要

When studying brain connectivity using fMRI, signal intensity time-series are typically correlated with each other in time to compute estimates of the degree of interaction between different brain regions and/or networks. In the static connectivity case, the problem of defining which connections that should be considered significant in the analysis can be addressed in a rather straightforward manner by a statistical thresholding that is based on the magnitude of the correlation coefficients. More recently, interest has come to focus on the dynamical aspects of brain connectivity and the problem of deciding which brain connections that are to be considered relevant in the context of dynamical changes in connectivity provides further options. Since we, in the dynamical case, are interested in changes in connectivity over time, the variance of the correlation time-series becomes a relevant parameter. In this study, we discuss the relationship between the mean and variance of brain connectivity time-series and show that by studying the relation between them, two conceptually different strategies to analyze dynamic functional brain connectivity become available. Using resting-state fMRI data from a cohort of 46 subjects, we show that the mean of fMRI connectivity time-series scales negatively with its variance. This finding leads to the suggestion that magnitude- versus variance-based thresholding strategies will induce different results in studies of dynamic functional brain connectivity. Our assertion is exemplified by showing that the magnitude-based strategy is more sensitive to within-resting-state network (RSN) connectivity compared to between-RSN connectivity whereas the opposite holds true for a variance-based analysis strategy. The implications of our findings for dynamical functional brain connectivity studies are discussed.
机译:当使用功能磁共振成像研究大脑的连通性时,通常会在时间上将信号强度时间序列相互关联,以计算不同大脑区域和/或网络之间的相互作用程度的估计值。在静态连接情况下,可以通过基于相关系数大小的统计阈值以一种非常直接的方式解决定义哪些连接在分析中应被视为重要的问题。最近,人们的兴趣集中在大脑连通性的动态方面,以及决定在连通性动态变化的背景下哪些大脑连接被认为相关的问题提供了更多选择。在动态情况下,由于我们对连通性随时间的变化感兴趣,因此相关时间序列的方差成为一个相关参数。在这项研究中,我们讨论了大脑连通性时间序列的均值和方差之间的关系,并表明通过研究它们之间的关系,可以使用两种概念上不同的策略来分析动态功能性大脑连通性。使用来自46个受试者队列的静止状态fMRI数据,我们显示fM​​RI连接时间序列的平均值随其方差成负比。这一发现提示,基于幅度与方差的阈值化策略将在动态功能性大脑连通性研究中得出不同的结果。通过显示与基于RSN之间的连通性相比,基于幅度的策略对静止状态内网络(RSN)的连通性更敏感来举例说明我们的主张,而对于基于方差的分析策略则相反。讨论了我们的发现对动态功能性大脑连接性研究的意义。

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