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Multi-modal multi-resolution atlas of the human neonatal cerebral cortex based on microstructural similarity
Mingyang Li1, Xinyi Xu1, Zuozhen Cao1, Ruike Chen1, Ruoke Zhao1, Zhiyong Zhao1, and Dan Wu1
1College of Biomedical Engineering & Instrument Science, Zhejiang University, Zhejiang, China

Synopsis

Keywords: Gray Matter, Multimodal, parcellation, morphometric similarity, atlas

In this work, we aimed to generate a comprehensive parcellation of the human neonatal cortex based on multi-modal MRI features. We collected the dataset from the developing human connectome project and estimated ten different MRI features to calculate the similarity between different locations in the neonatal cortex. We developed an automated algorithm based on gradient of the integrated similarity map to generate parcellations at different resolutions. We also provided a manual parcellation based on the multimodal similarity for higher anatomical interpretability. The present work may facilitate structural-functional connectome analysis in early brain development.

Introduction

It is widely accepted that the cortical cortex can be divided into many subregions 1,2, based on the distinct cytoarchitecture or specialized functions of these regions. Several parcellations have been established in human adults 2–5, but limited parcellations exist for human neonates. This is an unmet need in the surge of developmental neuroscience. The existing neonate-specific parcellations were all created based on single MRI features (e.g. sulcus or functional connectivity ) 6–8. Nevertheless, combining multiple MRI features could provide complementary and confirmatory information on areal boundaries 2. Therefore, we aimed to generate parcellations of the human neonatal cortex based on the similarity of the combined structural and functional signatures from multi-modal MRI data, which would facilitate both functional and structural connectomics and also integrated structure-function analysis due to its unbiased nature 9.

Method

Atlas Generation: The present study included 348 term-born neonates from dHCP. The detailed descriptions of MRI data acquisition and preprocessing were in the previous studies of dHCP 10–12. For each subject, we obtained 10 different cortical feature maps from three MRI modalities, including cortical thickness, T1w/T2w myelination from structural MRI; mean diffusivity, axial diffusivity, radial diffusivity, fractional anisotropy of the tensor model and intra-cellular volume fraction, orientation dispersion of the NODDI model from diffusion MRI; and amplitude of low-frequency fluctuations (ALFF), fractional ALFF, from rest-state functional MRI. Those maps were averaged vertex-wise across subjects followed by slight smoothing with a 2mm FWHM. We applied the PCA algorithm to transform the original 10 features into lower dimensionality which could explain the major variation (above 90%). The generated PCA maps were used to estimate the similarity between different vertices by calculating the Mahalanobis distance 13,14 across the PCA components, resulting in a 32k × 32k local-similarity matrix for each hemisphere. We used the “watershed by flooding” algorithm 15 to identify the tentative boundaries in the gradient maps. The boundary map was further to generate a border density map 5 (see Fig 1 for the flowchart). Finally, we applied an automated algorithm 5 to generate the parcellations with different resolutions (300, 400, 500 parcels) and used a manual approach to produce a nearly symmetric parcellation. Stability and reliability test: To test how the choice of MRI features affects the final analysis (aka, stability of the parcellation), we estimated the contribution of each feature on the averaged distance map by a leave-one-out approach. Specifically, we repeated the above procedures to generate a PCA-based distance map after we left one feature out and then calculated the Pearson correlation between this new map and the original map. In addition, we estimated the stability of the distance map by removing all derived measurements from a single MRI modality. To determine if our parcellation was reliable at the group level, we separated the neonates into two groups with an equal number of subjects and calculated the spatial correlation between the two groups in terms of the 10 MRI features and the derivate maps.

Results

The population-averaged surface maps of 10 MRI features from 348 term-born neonates (mean age 39.93 ± 1.25; 164 females) showed distinct spatial patterns (Fig 2). We selected the first 5 components (Fig 3) from PCA analysis to calculate the paired distance of vertices in the right and left hemispheres, respectively. The spatial correlations of the averaged distance map between the leave-one-feature-out maps and the all-feature map were high in all the cases (r = 0.93 – 0.99). The correlations were still high (r = 0.81 – 0.99) even when we remove all derivatives from one MRI modality, suggesting that the PCA-based distance map was relatively stable regardless of the choice of MRI features. Furthermore, the two split-half groups showed high consistency in all MRI properties (r = 0.991 – 0.999), as well as the averaged distance maps, gradient maps, and border density maps (r = 0.94 – 0.99), indicating high reliability of the boundary information regardless of the choice of subjects. The final cortical parcellations from both automated and manually approaches were presented at multiple resolutions in Fig 4-5 and will be available online soon.

Discussion and Conclusion

We proposed multi-modal-based cortical parcellations designed for the neonatal brain. The PCA-based distance map used for parcellation integrated 10 MRI features from macrostructural, microstructural, and functional levels, which was shown to be stable to the choice of MRI features and repeatable to the neonatal populations. We utilized this cross-modal information to generate the parcellations by an automatic algorithm at multiple resolutions (300-500 parcels), as well as manually delineated parcellation with good interpretability and symmetry, to be adaptable to various needs in future studies about the development of human connectome.

Acknowledgements

This work was supported by the Ministry of Science and Technology of the People’s Republic of China (2018YFE0114600, 2021ZD0200202), the National Natural Science Foundation of China (81971606, 82122032), and the Science and Technology Department of Zhejiang Province (202006140, 2022C03057). Data were provided by the developing Human Connectome Project, KCL-Imperial-Oxford Consortium funded by the European Research Council under the European Union Seventh Framework Programme (FP/2007-2013) / ERC Grant Agreement no. 319456. We are grateful to the families who generously supported this trial.

References

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Figures

Fig 1. The flow chart of generating the multi-modal border density map. Acquiring 1) the cortical thickness and myelination from T1-w and T2-w data. 2) dMRI-derived properties, and 3) ALFF and fALFF from r-fMRI data. 4) Using PCA algorithm to combine different maps. 5) Calculating the distance map between vertices based PCA-components. 6) Calculating the gradient maps from the distance maps. 7) Calculating the border density maps from the gradient maps. 8) Averaging the border density maps.

Fig 2. The multimodal MRI feature maps averaged across all neonates in the present study, including cortical thickness and T1w/T2w myelination from structural MRI, axial diffusivity, fractional anisotropy, mean diffusivity, radial diffusivity of the tensor model and intra-cellular volume fraction, orientation dispersion of the NODDI model from diffusion MRI; and amplitude of low frequency fluctuations (ALFF), fractional ALFF from rest-state functional MRI.

Fig 3. The top five principal component maps obtained from the 10 MRI features from three MRI modalities. Those components could explain more than 90% (94.02%, eigenvalues > 0.6) variation of the original data.

Fig 4. a) The parcellations which were created by an automatic algorithm (300 parcels) and the manual method. b) The overlay of the boundaries on the border density maps (left: automatic parcellation; right: manual parcellation).

Fig 5. The parcellations with 400 (left) and 500 (right) parcels created by an automatic algorithm.

Proc. Intl. Soc. Mag. Reson. Med. 31 (2023)
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DOI: https://doi.org/10.58530/2023/2332