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Normative modeling of brain white matter microstructure using diffusion tensor metrics in 52,719 participants
Julio Ernesto Villalón Reina1, Alyssa H. Zhu1, Talia M. Nir1, Sophia I. Thomopoulus1, Emily Laltoo1, Elnaz Nourollahimoghadam1, Sebastian Benavidez1, Clara A. Moreau1, Yixue Feng1, Tamoghna Chattopadhyay1, Leila Nabulsi1, Katherine E. Lawrence1, Neda Jahanshad1, and Paul M. Thompson1
1USC Mark and Mary Stevens Neuroimaging and Informatics Institute, University of Southern California, Los Angeles, CA, United States

Synopsis

Keywords: White Matter, Diffusion Tensor Imaging

Motivation: It is currently difficult to compute normative models for diffusion MRI metrics of the brain’s white matter across the lifespan due to scanner/protocol effects that are hard to eliminate during harmonization.

Goal(s): We set out to build large-scale multi-site normative models for DTI metrics of the white matter of the human brain.

Approach: Hierarchical Bayesian Regression was run on ROI metrics derived using the ENIGMA-DTI protocol to determine the age trajectory and centile curves of DTI metrics.

Results: We built DTI reference models based on 52,719 subjects that allowed us to detect deviations from the norm for patients with brain diseases.

Impact: These reference models are valuable for detecting microstructural deviations from the normal range, while modeling scanner, protocol and cohort effects. They will be used in our ENIGMA consortium to map profiles of microstructural anomalies in >20 neurological and psychiatric conditions.

Introduction

Normative modeling is a recently developed statistical approach that estimates the centiles of variation of a brain measure as a function of specific explanatory covariates1. To build large-scale normative models (NM) of diffusion-MRI (dMRI) metrics across the lifespan, it is vital - and crucial - to use multi-site data as these can boost the statistical power to detect anomalies by increasing the size and diversity of the training sample, improving the rigor and generalizability of findings. To address the lack of a global and generalizable NM of human brain diffusion tensor imaging (DTI) metrics, we created a large-scale NM for DTI metrics based on 52,719 participants. A Hierarchical Bayesian Regression (HBR) approach was used to model and adjust for site-dependent effects caused by dMRI protocol and cohort differences.

Methods

We analyzed data from these cohorts: ABCD2, AOMIC3, CAMCAN4, CHBMP5, CHCP6, HBN7, HCP-A, HCP-D8, HCP-YA9, PedsDTI10, PING11, PNC12, QTAB13, QTIM14, SLIM15, UKBB16, ADNI317, OASIS318 and PPMI19. Because dMRI protocol parameters (e.g., b-values, number of gradient directions, spatial resolution) strongly affect DTI metrics20-25, and due to the correlation between the site and age typically found in neuroimaging cohorts, classic harmonization methods may fail to remove unwanted site-effects and may even remove biological variance that is confounded with site. One alternative to data harmonization in the NM setting is HBR26, which overcomes some of these weaknesses. Our goal was to: 1) establish normative values across the lifespan (3-92 years), for fractional anisotropy (FA), mean diffusivity (MD), radial diffusivity (RD) and axial diffusivity (AD); 2) illustrate the method by characterizing the main effect and age-dependent effects of Alzheimer's disease (AlzD), Mild Cognitive Impairment (MCI) and Parkinson's disease (PD) on DTI. We included 81 patients with AlzD (age: 77.1y±8.4), 225 participants with MCI (age: 75.1y±8.1), and 157 individuals with PD (age: 60.9y±9.5). The datasets used for training are shown in Figure_1. After preprocessing27 and tensor fitting we applied the ENIGMA-DTI protocol28 (based on TBSS29) to all cohorts. Mean FA, MD, RD and AD were extracted for 21 bilateral ROIs from the JHU white matter (WM) atlas and for the whole skeleton (Average_WM). For the HBR, we used age and sex as covariates, with each DTI metric per ROI as the dependent variable and the dMRI protocol as the site effect (Table_1). Age was modeled with a cubic b-spline basis. Training and testing data sets were created with a stratified 80% to 20% sample split. Z-scores were calculated for the test control subjects and for the AlzD, MCI, PD participants as well. ROI-wise areas under the ROC curves (AUCs) were calculated to determine the classification accuracy of these Z-scores, for AlzD, MCI, and PD. Probabilities of abnormality (p-values) were derived from all Z-scores and we controlled the false discovery rate (FDR) on each DTI metric separately across ROIs to identify those that showed significant deviations. For the significant ROIs, we calculated the average of extreme deviations (Z>|2|) for each disease. To achieve stability, we repeated the same procedure 10 times and report the deviations for the ROIs that passed the FDR correction in 9 out of 10 runs.

Results

NM with HBR (NM-HBR) was able to delineate lifespan trajectories for the DTI metrics by integrating large-scale multi-site dMRI data. The average FA across the overall WM region shows a peak achieved at around 29 years (Figure_2). Figure_3 shows the lifespan trajectories for average MD, RD and AD in the WM with minima reached at 42, 33 and 54 years, respectively. NM-HBR was able to define site-specific reference models, as the intercept and overall distribution of DTI metrics may vary from protocol to protocol (Figure_2C). NM-HBR was able to identify and quantify extreme deviations in the WM for brain disease. In AlzD, the cingulum/hippocampus region (CGH) gave a classification AUC=0.68 for FA and AUC=0.71 for MD, relative to controls (Figure_3D). In MCI, the best performance was observed in the BCC for MD (AUC=0.58). In PD, the best performance was found in the ALIC for FA (AUC=0.59) and in the SFO for MD (AUC=0.59). Figure_4 shows the overall percentages of significant extreme deviations in both directions (Z>|2|) across all JHU-WM ROIs for AlzD, MCI and PD.

Conclusion

We present the largest and first comprehensive international NM of the widely used DTI metrics in the WM. These NM will serve as a reference for future international studies of neurological, psychiatric, and developmental conditions. The current model will help to delineate the profile and trajectory of brain disease and its modulators, as well as enabling individual-level tracking of anomalies, in line with personalized medicine objectives.

Acknowledgements

Funded by NIH grants:

RF1AG057892 - FiberNet

R01 MH129858 - Understanding Rare Genetic Variation and Disease Risk: A Global Neurogenetics Initiative

R01AG058854 - ENIGMA World Aging Center

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Figures

Figure 1. Each row shows the median age, distribution and number of subjects (n) for each of the neuroimaging datasets used to train the normative models. Each study covers specific age ranges. For ADNI3, OASIS3 and PPMI, only data from healthy controls are shown.

Table 1. Diffusion MRI acquisition protocols used in this study. We identified 35 protocols across the studies. For instance, one study - ADNI3 - used seven distinctive protocols. The 35 protocols were used as the batch effect for the Hierarchical Bayesian Regression.

Figure 2. Panel A shows the scatterplot of the raw FA data. Each of the 35 protocols is color coded. Panel B shows the normative model for the average FA across all the skeletonized white matter (“Average_WM”) and the corresponding centile curves at Z=|1| and Z=|2|. Panel C shows all the adjusted normative models for each of the 35 protocols with different intercepts indicating the site differences in the age-conditional mean of values for FA. Panel D shows the ENIGMA-DTI template and its skeleton.

Figure 3. Panels A, B and C show the lifespan trajectories of the average MD, AD and RD of the white matter (WM) skeleton as shown in panel D. Panel D shows the AUCs per ROI (JHU-WM atlas) for Alzheimer's Disease (AlzD) and the normative models and centile curves for the Cingulum/Hippocampus region (CGH) and the genu of the corpus callosum (GCC) for the 55-gradient protocol ADNI3_S55; the AlzD participants are shown placed on the corresponding reference centiles. Some subjects fall beyond the outer centile curve indicating values with |Z|>2.

Figure 4. Color bars show the proportion of subjects from the clinical samples with positive and negative extreme deviations of FA and MD (Z>|2|) for the JHU-WM ROIs with AUC>0.5 and that passed correction with the false discovery rate (FDR) in 9 out 10 HBR iterations.

Proc. Intl. Soc. Mag. Reson. Med. 32 (2024)
0140
DOI: https://doi.org/10.58530/2024/0140