What do differences between multi-voxel and univariate analysis mean? How subject-, voxel-, and trial-level variance impact fMRI analysis

Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be...

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Published inNeuroImage (Orlando, Fla.) Vol. 97; pp. 271 - 283
Main Authors Davis, Tyler, LaRocque, Karen F., Mumford, Jeanette A., Norman, Kenneth A., Wagner, Anthony D., Poldrack, Russell A.
Format Journal Article
LanguageEnglish
Published Amsterdam Elsevier Inc 15.08.2014
Elsevier
Elsevier Limited
Subjects
Online AccessGet full text
ISSN1053-8119
1095-9572
1095-9572
DOI10.1016/j.neuroimage.2014.04.037

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Abstract Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results. •Significant multi-voxel pattern analysis results may reflect multidimensional coding.•MVPA is sensitive to magnitude of spatial variability in activation.•MVPA is insensitive to subject-level variability in mean activation.•Voxel-wise analyses are sensitive to subject-level variability in mean activation.•Differences between MVPA and voxel-wise results do not indicate multidimensionality.
AbstractList Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results.
Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results. •Significant multi-voxel pattern analysis results may reflect multidimensional coding.•MVPA is sensitive to magnitude of spatial variability in activation.•MVPA is insensitive to subject-level variability in mean activation.•Voxel-wise analyses are sensitive to subject-level variability in mean activation.•Differences between MVPA and voxel-wise results do not indicate multidimensionality.
Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results.Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results.
Author Poldrack, Russell A.
Norman, Kenneth A.
Davis, Tyler
LaRocque, Karen F.
Wagner, Anthony D.
Mumford, Jeanette A.
AuthorAffiliation 2 Department of Psychology & Stanford University
4 Departments of Psychology and Neuroscience & Imaging Research Center University of Texas at Austin
3 Neurosciences Program, Stanford University
5 Department of Psychology and Princeton Neuroscience Institute, Princeton University
1 Department of Psychology, Texas Tech University
AuthorAffiliation_xml – name: 4 Departments of Psychology and Neuroscience & Imaging Research Center University of Texas at Austin
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– name: 5 Department of Psychology and Princeton Neuroscience Institute, Princeton University
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  givenname: Karen F.
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  fullname: LaRocque, Karen F.
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ContentType Journal Article
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Copyright © 2014 Elsevier Inc. All rights reserved.
Copyright Elsevier Limited Aug 15, 2014
2014 Elsevier Inc. All rights reserved. 2014
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Keywords Distributed representations
Dimensionality
Voxel-level variability
fMRI analysis
MVPA
Human
Nuclear magnetic resonance imaging
Functional imaging
Language English
License CC BY 4.0
Copyright © 2014 Elsevier Inc. All rights reserved.
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Snippet Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and...
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SubjectTerms Animals
Biological and medical sciences
Codes
Computer Simulation
Dimensionality
Distributed representations
Experiments
fMRI analysis
Fundamental and applied biological sciences. Psychology
Humans
Image Processing, Computer-Assisted - methods
Magnetic Resonance Imaging - methods
MVPA
Neuroimaging - methods
Simulation
Species Specificity
Variables
Vertebrates: nervous system and sense organs
Voxel-level variability
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Title What do differences between multi-voxel and univariate analysis mean? How subject-, voxel-, and trial-level variance impact fMRI analysis
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