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Detecting Changes in Correlation Networks with Application to Functional Connectivity of fMRI Data

Authors
Baek, C.[Baek, C.]Leinwand, B.[Leinwand, B.]Lindquist, K.A.[Lindquist, K.A.]Jeong, S.-O.[Jeong, S.-O.]Hopfinger, J.[Hopfinger, J.]Gates, K.M.[Gates, K.M.]Pipiras, V.[Pipiras, V.]
Issue Date
1-Jun-2023
Publisher
Springer
Keywords
block multiplier bootstrap; correlations; covariances; dynamic factor models; high-dimensional time series; hypothesis tests; networks; principal components
Citation
Psychometrika, v.88, no.2, pp.636 - 655
Indexed
SCIE
SSCI
SCOPUS
Journal Title
Psychometrika
Volume
88
Number
2
Start Page
636
End Page
655
URI
https://scholarworks.bwise.kr/skku/handle/2021.sw.skku/103852
DOI
10.1007/s11336-023-09908-7
ISSN
0033-3123
Abstract
Research questions in the human sciences often seek to answer if and when a process changes across time. In functional MRI studies, for instance, researchers may seek to assess the onset of a shift in brain state. For daily diary studies, the researcher may seek to identify when a person’s psychological process shifts following treatment. The timing and presence of such a change may be meaningful in terms of understanding state changes. Currently, dynamic processes are typically quantified as static networks where edges indicate temporal relations among nodes, which may be variables reflecting emotions, behaviors, or brain activity. Here we describe three methods for detecting changes in such correlation networks from a data-driven perspective. Networks here are quantified using the lag-0 pair-wise correlation (or covariance) estimates as the representation of the dynamic relations among variables. We present three methods for change point detection: dynamic connectivity regression, max-type method, and a PCA-based method. The change point detection methods each include different ways to test if two given correlation network patterns from different segments in time are significantly different. These tests can also be used outside of the change point detection approaches to test any two given blocks of data. We compare the three methods for change point detection as well as the complementary significance testing approaches on simulated and empirical functional connectivity fMRI data examples. © 2023, The Author(s) under exclusive licence to The Psychometric Society.
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