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Practical Normative Modeling:
Bridging the Technical-Clinical Gap
Saige Rutherford
FMRIB Group Meeting, Oxford University
March 15th, 2022
@being_saige
Chandra Sripada, Mike Angstadt, Daniel Kessler, Liza Levina,
Ivy Tso, Stephan Taylor, Jenna Wiens, Pascal Sturmfels
PhD supervisors: Andre Marquand, Eric Ruhé, & Christian
Beckmann. Lab members: Seyed Mostafa Kia, Thomas
Wolfers, Mariam Zabihi, Charlotte Fraza, Richard Dinga
Acknowledgements
Donders Institute, Nijmegen UMich, Ann Arbor
@being_saige
Charlie-Mop
Road Map
• Brief introduction + prior work
• Contextualize the vision for my Ph.D. work
• Practical considerations for normative modeling
• Dataset (eLife) paper
• Tutorial (Nature Protocols) paper
• In the works
• Evidence for embracing normative modeling
Background
@being_saige
www.beingsaige.com
Background
Detroit, MI
Ann Arbor, MI
Nijmegen, NL
• Methods Core to support clinical non-technical trained scientists.
• Realization that researchers in psychiatry have very different perspectives and questions.
• However, most need a common set of tools for curating data and performing analysis.
Visual processing and social cognition in
schizophrenia, psychosis, bipolar disorder
Mindfulness training for post
traumatic stress disorder
Speech disorders (stuttering) in children
Childhood obsessive compulsive disorder
Substance use disorder
Social anxiety disorder
Open science is not necessarily accessible science
Prior Work @ UMich
Rutherford, S., Sturmfels, P., Angstadt, M. et al. Automated Brain Masking of Fetal Functional MRI with Open Data. Neuroinformatics (2021). https://doi.org/10.1007/s12021-021-09528-5
Sturmfels, P., Rutherford, S., Angstadt, M., Peterson, M., Sripada, C., Wiens, J.. (2018). A Domain Guided CNN Architecture for Predicting Age from Structural Brain Images.
Proceedings of the 3rd Machine Learning for Healthcare Conference. Proceedings of Machine Learning Research https://proceedings.mlr.press/v85/sturmfels18a.html.
Aman Taxali, Mike Angstadt, Saige Rutherford, Chandra Sripada, Boost in Test–Retest Reliability in Resting State fMRI with Predictive Modeling, Cerebral Cortex, (2021).
https://doi.org/10.1093/cercor/bhaa390
Sripada, C., Angstadt, M., Rutherford, S. et al. Basic Units of Inter-Individual Variation in Resting State Connectomes. Sci Rep 9, 1900 (2019). https://doi.org/10.1038/s41598-018-38406-5
Sripada, C., Rutherford, S., Angstadt, M. et al. Prediction of neurocognition in youth from resting state fMRI. Mol Psychiatry 25, 3413–3421 (2020). https://doi.org/10.1038/s41380-019-0481-6
Sripada, C., Angstadt, M., Taxali, A. et al. Brain-wide functional connectivity patterns support general cognitive ability and mediate effects of socioeconomic status in youth.
Transl Psychiatry 11, 571 (2021). https://doi.org/10.1038/s41398-021-01704-0
Principal Component Regression + Psychometrics
Test-Retest Reliability of fMRI Predictive Modeling: CIFTI vs NIFTI, Scan Length, Model Choice
Tackling Spatial Invariance of CNNs using Normalized Brain Images
Fetal fMRI U-Net CNN Brain Masking w/ Open Training Dataset
Prior Work @ UMich
Principal Component Regression + Psychometrics
Test-Retest Reliability of fMRI Predictive Modeling
Tackling Spatial Invariance of CNNs using Normalized Brain Images
Fetal fMRI U-Net CNN Brain Masking w/ Open Training Dataset
Cool technical progress,
but where are the clinical results?
Controls
Group Average
Patients
Group Average
Controls vs. Patients
vs. =
Where are the clinical results?
Bridging the Technical-Clinical Gap
N= 60,000
N= 60
https://elifesciences.org/articles/72904 https://www.biorxiv.org/content/10.1101/2021.08.08.455583v1
Tutorial Paper
Dataset Paper
Chapter 1: Practical Considerations for Normative Modeling
https://pcntoolkit.readthedocs.io/en/latest/index.html
Normative Modeling Overview
A hurdle to the widespread application of normative modeling is …
a lack of well-defined reference models to quantify variability across the lifespan and to compare
results from different studies.
Such models should:
(1) Accurately model population variation across large samples
(2) Be derived from widely accessible measures
(3) Provide the ability to be updated as additional data come on-line
(4) Be supported by easy-to-use software tools
(5) Should quantify brain development and ageing at a high spatial resolution, so that different patterns of
atypicality can be used to stratify cohorts and predict clinical outcomes with maximum spatial precision.
58,836 individuals across 82 scan sites covering the
human lifespan (aged 2-100).
Normative models for cortical thickness and
subcortical volumes derived from Freesurfer (v6).
N
(subjects)
N
(sites)
Sex
(%F/%M)
Age
(Mean, s.d)
Full All 58,836 82
Training set 29,418 82 51.1/48.9 46.9, 24.4
Test set 29,418 82 50.9/49.1 46.9, 24.4
mQC All 24,354 59
Training set 12,177 59 50.2/49.8 30.2, 24.1
Test set 12,177 59 50.4/49.4 30.1, 24.2
Clinical Test set 1,985 24 38.9/61.1 30.5, 14.1
Transfer Test set 546 6 44.5/55.5 24.8, 13.7
https://github.com/predictive-clinical-neuroscience/braincharts
Generalization:
across
sites
Generalization:
resampling the full
controls test set
https://brainviz-app.herokuapp.com/
Evidence for embracing normative modeling:
SVM Classification (HC vs. SZ) 5-fold cross validation
https://pcntoolkit.readthedocs.io/en/latest/pages/post_hoc_analysis.html
AUC = 0.50 +/- 0.15
AUC = 0.72 +/- 0.07
SchizConnect.org dataset (not included in eLife paper  can be considered another transfer dataset. HC = 263 , SZ = 261
https://pcntoolkit.readthedocs.io/en/latest/pages/other_predictive_models.html
HCP-Young Adult Sample: 946 subjects with structural MRI data and all behavioral variables needed to create g-factor
Use deviation (Z) scores and true cortical thickness data as the input features to predict g-factor
Evidence for embracing normative modeling:
Regression: predicting general cognitive ability (g-factor)
Method Deviation scores as
input features (MSE)
Cortical Thickness as
input features (MSE)
Principal Component Regression 0.741 0.830
Connectome Predictive Modeling 0.697 0.701
Lasso (Linear regression + L1 regularization) 0.682 0.697
Ridge (Linear regression + L2 regularization) 0.734 0.692
Elastic Net (Linear regression + L1/L2 regularization) 0.680 0.692
Deviations scores
Cortical thickness
Dark Blue = FDR corrected p-value < 0.05
Yellow = non-significant
left hemi right hemi
Evidence for embracing normative modeling:
Classical case-control testing (mass univariate t-tests) controls vs. schizophrenia
https://pcntoolkit.readthedocs.io/en/latest/pages/post_hoc_analysis.html
Chandra Sripada, Mike Angstadt, Daniel Kessler, Liza Levina,
Ivy Tso, Stephan Taylor, Jenna Wiens, Pascal Sturmfels
PhD supervisors: Andre Marquand, Eric Ruhé, & Christian
Beckmann. Lab members: Seyed Mostafa Kia, Thomas
Wolfers, Mariam Zabihi, Charlotte Fraza, Richard Dinga
Acknowledgements
Donders Institute, Nijmegen UMich, Ann Arbor
@being_saige
Charlie-Mop

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Oxford_15-03-22.pptx

  • 1. Practical Normative Modeling: Bridging the Technical-Clinical Gap Saige Rutherford FMRIB Group Meeting, Oxford University March 15th, 2022 @being_saige
  • 2. Chandra Sripada, Mike Angstadt, Daniel Kessler, Liza Levina, Ivy Tso, Stephan Taylor, Jenna Wiens, Pascal Sturmfels PhD supervisors: Andre Marquand, Eric Ruhé, & Christian Beckmann. Lab members: Seyed Mostafa Kia, Thomas Wolfers, Mariam Zabihi, Charlotte Fraza, Richard Dinga Acknowledgements Donders Institute, Nijmegen UMich, Ann Arbor @being_saige Charlie-Mop
  • 3. Road Map • Brief introduction + prior work • Contextualize the vision for my Ph.D. work • Practical considerations for normative modeling • Dataset (eLife) paper • Tutorial (Nature Protocols) paper • In the works • Evidence for embracing normative modeling
  • 6. • Methods Core to support clinical non-technical trained scientists. • Realization that researchers in psychiatry have very different perspectives and questions. • However, most need a common set of tools for curating data and performing analysis.
  • 7. Visual processing and social cognition in schizophrenia, psychosis, bipolar disorder Mindfulness training for post traumatic stress disorder Speech disorders (stuttering) in children Childhood obsessive compulsive disorder Substance use disorder Social anxiety disorder
  • 8. Open science is not necessarily accessible science
  • 9. Prior Work @ UMich Rutherford, S., Sturmfels, P., Angstadt, M. et al. Automated Brain Masking of Fetal Functional MRI with Open Data. Neuroinformatics (2021). https://doi.org/10.1007/s12021-021-09528-5 Sturmfels, P., Rutherford, S., Angstadt, M., Peterson, M., Sripada, C., Wiens, J.. (2018). A Domain Guided CNN Architecture for Predicting Age from Structural Brain Images. Proceedings of the 3rd Machine Learning for Healthcare Conference. Proceedings of Machine Learning Research https://proceedings.mlr.press/v85/sturmfels18a.html. Aman Taxali, Mike Angstadt, Saige Rutherford, Chandra Sripada, Boost in Test–Retest Reliability in Resting State fMRI with Predictive Modeling, Cerebral Cortex, (2021). https://doi.org/10.1093/cercor/bhaa390 Sripada, C., Angstadt, M., Rutherford, S. et al. Basic Units of Inter-Individual Variation in Resting State Connectomes. Sci Rep 9, 1900 (2019). https://doi.org/10.1038/s41598-018-38406-5 Sripada, C., Rutherford, S., Angstadt, M. et al. Prediction of neurocognition in youth from resting state fMRI. Mol Psychiatry 25, 3413–3421 (2020). https://doi.org/10.1038/s41380-019-0481-6 Sripada, C., Angstadt, M., Taxali, A. et al. Brain-wide functional connectivity patterns support general cognitive ability and mediate effects of socioeconomic status in youth. Transl Psychiatry 11, 571 (2021). https://doi.org/10.1038/s41398-021-01704-0 Principal Component Regression + Psychometrics Test-Retest Reliability of fMRI Predictive Modeling: CIFTI vs NIFTI, Scan Length, Model Choice Tackling Spatial Invariance of CNNs using Normalized Brain Images Fetal fMRI U-Net CNN Brain Masking w/ Open Training Dataset
  • 10. Prior Work @ UMich Principal Component Regression + Psychometrics Test-Retest Reliability of fMRI Predictive Modeling Tackling Spatial Invariance of CNNs using Normalized Brain Images Fetal fMRI U-Net CNN Brain Masking w/ Open Training Dataset Cool technical progress, but where are the clinical results?
  • 11. Controls Group Average Patients Group Average Controls vs. Patients vs. = Where are the clinical results?
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  • 19. A hurdle to the widespread application of normative modeling is … a lack of well-defined reference models to quantify variability across the lifespan and to compare results from different studies. Such models should: (1) Accurately model population variation across large samples (2) Be derived from widely accessible measures (3) Provide the ability to be updated as additional data come on-line (4) Be supported by easy-to-use software tools (5) Should quantify brain development and ageing at a high spatial resolution, so that different patterns of atypicality can be used to stratify cohorts and predict clinical outcomes with maximum spatial precision.
  • 20. 58,836 individuals across 82 scan sites covering the human lifespan (aged 2-100). Normative models for cortical thickness and subcortical volumes derived from Freesurfer (v6). N (subjects) N (sites) Sex (%F/%M) Age (Mean, s.d) Full All 58,836 82 Training set 29,418 82 51.1/48.9 46.9, 24.4 Test set 29,418 82 50.9/49.1 46.9, 24.4 mQC All 24,354 59 Training set 12,177 59 50.2/49.8 30.2, 24.1 Test set 12,177 59 50.4/49.4 30.1, 24.2 Clinical Test set 1,985 24 38.9/61.1 30.5, 14.1 Transfer Test set 546 6 44.5/55.5 24.8, 13.7 https://github.com/predictive-clinical-neuroscience/braincharts
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  • 30. Evidence for embracing normative modeling: SVM Classification (HC vs. SZ) 5-fold cross validation https://pcntoolkit.readthedocs.io/en/latest/pages/post_hoc_analysis.html AUC = 0.50 +/- 0.15 AUC = 0.72 +/- 0.07 SchizConnect.org dataset (not included in eLife paper  can be considered another transfer dataset. HC = 263 , SZ = 261
  • 31. https://pcntoolkit.readthedocs.io/en/latest/pages/other_predictive_models.html HCP-Young Adult Sample: 946 subjects with structural MRI data and all behavioral variables needed to create g-factor Use deviation (Z) scores and true cortical thickness data as the input features to predict g-factor Evidence for embracing normative modeling: Regression: predicting general cognitive ability (g-factor) Method Deviation scores as input features (MSE) Cortical Thickness as input features (MSE) Principal Component Regression 0.741 0.830 Connectome Predictive Modeling 0.697 0.701 Lasso (Linear regression + L1 regularization) 0.682 0.697 Ridge (Linear regression + L2 regularization) 0.734 0.692 Elastic Net (Linear regression + L1/L2 regularization) 0.680 0.692
  • 32. Deviations scores Cortical thickness Dark Blue = FDR corrected p-value < 0.05 Yellow = non-significant left hemi right hemi Evidence for embracing normative modeling: Classical case-control testing (mass univariate t-tests) controls vs. schizophrenia https://pcntoolkit.readthedocs.io/en/latest/pages/post_hoc_analysis.html
  • 33. Chandra Sripada, Mike Angstadt, Daniel Kessler, Liza Levina, Ivy Tso, Stephan Taylor, Jenna Wiens, Pascal Sturmfels PhD supervisors: Andre Marquand, Eric Ruhé, & Christian Beckmann. Lab members: Seyed Mostafa Kia, Thomas Wolfers, Mariam Zabihi, Charlotte Fraza, Richard Dinga Acknowledgements Donders Institute, Nijmegen UMich, Ann Arbor @being_saige Charlie-Mop

Editor's Notes

  1. I am a data person.
  2. Normative modeling is a framework for understanding differences at the level of a single subject or observation while mapping these differences in relation to a reference model. It involves charting centiles of variation across a population in terms of mappings between biology and behavior, which can then be used to make statistical inferences at the level of the individual, akin to the use of growth charts in pediatric medicine. The practice of normative modeling in clinical neuroscience was developed to provide additional information beyond what can be learned from case-control modeling approaches. Case-control thinking assumes that the mean is representative of the population, when it may not be (e.g., if the clinical population is diffuse or comprised of multiple sub-populations).
  3. My expertise in this project was really in stages 1,2, and 4. Charlotte Fraza another PhD student in the lab has been the one working on Bayesian Linear Regression and warping. I hope to become more involved in the technical development of the toolkit in the next project of my PhD.
  4. Model fit for each brain region was evaluated by calculating the explained variance (which measures central tendency), the mean squared log-loss (MSLL, central tendency, and variance) plus skew and kurtosis of the deviation scores which measures how well the shape of the regression function matches the data