Literature DB >> 31187917

Omission of temporal nuisance regressors from dual regression can improve accuracy of fMRI functional connectivity maps.

Robert E Kelly1, Matthew J Hoptman2,3, George S Alexopoulos1, Faith M Gunning1, Martin J McKeown4.   

Abstract

Functional connectivity (FC) maps from brain fMRI data can be derived with dual regression, a proposed alternative to traditional seed-based FC (SFC) methods that detect temporal correlation between a predefined region (seed) and other regions in the brain. As with SFC, incorporating nuisance regressors (NR) into the dual regression must be done carefully, to prevent potential bias and insensitivity of FC estimates. Here, we explore the potentially untoward effects on dual regression that may occur when NR correlate highly with the signal of interest, using both synthetic and real fMRI data to elucidate mechanisms responsible for loss of accuracy in FC maps. Our tests suggest significantly improved accuracy in FC maps derived with dual regression when highly correlated temporal NR were omitted. Single-map dual regression, a simplified form of dual regression that uses neither spatial nor temporal NR, offers a viable alternative whose FC maps may be more easily interpreted, and in some cases be more accurate than those derived with standard dual regression.
© 2019 Wiley Periodicals, Inc.

Keywords:  brain mapping; functional neuroimaging; image enhancement; investigative techniques; magnetic resonance imaging

Year:  2019        PMID: 31187917      PMCID: PMC6865788          DOI: 10.1002/hbm.24692

Source DB:  PubMed          Journal:  Hum Brain Mapp        ISSN: 1065-9471            Impact factor:   5.038


  104 in total

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5.  Visual inspection of independent components: defining a procedure for artifact removal from fMRI data.

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  2 in total

1.  Omission of temporal nuisance regressors from dual regression can improve accuracy of fMRI functional connectivity maps.

Authors:  Robert E Kelly; Matthew J Hoptman; George S Alexopoulos; Faith M Gunning; Martin J McKeown
Journal:  Hum Brain Mapp       Date:  2019-06-12       Impact factor: 5.038

2.  Seed-based dual regression: An illustration of the impact of dual regression's inherent filtering of global signal.

Authors:  Robert E Kelly; Matthew J Hoptman; Soojin Lee; George S Alexopoulos; Faith M Gunning; Martin J McKeown
Journal:  J Neurosci Methods       Date:  2021-11-16       Impact factor: 2.390

  2 in total

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