Multi-site Normative Modeling of Diffusion Tensor Imaging Metrics Using Hierarchical Bayesian Regression.

Details

Serval ID
serval:BIB_7AADC82249D9
Type
Article: article from journal or magazin.
Collection
Publications
Institution
Title
Multi-site Normative Modeling of Diffusion Tensor Imaging Metrics Using Hierarchical Bayesian Regression.
Journal
Medical image computing and computer-assisted intervention
Author(s)
Villalón-Reina J.E., Moreau C.A., Nir T.M., Jahanshad N., Maillard A., Romascano D., Draganski B., Lippé S., Bearden C.E., Kia S.M., Marquand A.F., Jacquemont S., Thompson P.M.
Working group(s)
Simons Variation in Individuals Project Consortium
Publication state
Published
Issued date
09/2022
Peer-reviewed
Oui
Volume
13431
Pages
207-217
Language
english
Notes
Publication types: Journal Article
Publication Status: ppublish
Abstract
Multi-site imaging studies can increase statistical power and improve the reproducibility and generalizability of findings, yet data often need to be harmonized. One alternative to data harmonization in the normative modeling setting is Hierarchical Bayesian Regression (HBR), which overcomes some of the weaknesses of data harmonization. Here, we test the utility of three model types, i.e., linear, polynomial and b-spline - within the normative modeling HBR framework - for multi-site normative modeling of diffusion tensor imaging (DTI) metrics of the brain's white matter microstructure, across the lifespan. These models of age dependencies were fitted to cross-sectional data from over 1,300 healthy subjects (age range: 2-80 years), scanned at eight sites in diverse geographic locations. We found that the polynomial and b-spline fits were better suited for modeling relationships of DTI metrics to age, compared to the linear fit. To illustrate the method, we also apply it to detect microstructural brain differences in carriers of rare genetic copy number variants, noting how model complexity can impact findings.
Pubmed
Create date
01/11/2024 14:58
Last modification date
02/11/2024 7:10
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