Methods
The study was conducted according to the Declaration of Helsinki and was reviewed and
approved by the Ethics Committee of the Hospital District of Southwest Finland
(ETMK:31/180/2011).
MRI acquisition
The participants underwent an MRI scan solely for research purposes and without clinical
indications. The scanning was performed at the Medical Imaging Centre of the Hospital
District of Southwest Finland by an experienced radiographer, without anaesthesia, during
natural sleep using the “feed and swaddle” procedure (Lehtola et al., 2019) . We used a
Siemens Magnetom Verio 3T scanner (Siemens Medical Solutions, Erlangen, Germany). The
60-minute protocol included a PD -T2-TSE (Dual -Echo Turbo Spin Echo) sequence with a
Repetition Time (TR) of 12,070 ms and effective Echo Times (TE) of 13 ms and 102 ms (PD-
weighted and T2 -weighted images respectively), and a sagittal 3D T1 -weighted MPRAGE
sequence with 1.0 mm 3 isotropic voxels, a TR of 1900 ms, a TE of 3.26 ms, and an inversion
time (TI) of 900 ms. The total number of slices was 128 for both the T1 - and T2-weighted
images, and the images covered the whole brain. Sequence parameters were optimized so
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that “whisper” gradient mode could be used in the PD-T2-TSE and 3D T1-sequences to reduce
acoustic noise during the scan. Single shell diffusion -weighted data was acquired with a
standard twice -refocused Spin Echo -Echo Planar Imaging (SE -EPI) sequence ( field of view
(FOV) 208 mm; 64 slices; TR 9300 ms; TE 87 ms), with 2 mm3 isotropic resolution and a b-value
of 1000 s/mm. There were in total 96 unique diffusion encoding directions in a three-part DTI
sequence. Each part consisted of uniformly distributed 31 , 32 or 33 directions and three b0
images (images without diffusion encoding) that were taken in the beginning, in the middle,
and in the end of each scan (Merisaari et al., 2019, 2023).
All the brain images were assessed by a paediatric neuroradiologist for any incidental findings
and, if the participant was found to have one, the infant and the parents were given a chance
for a follow-up visit by a paediatric neurologist (Merisaari et al., 2023). Developmental status
has thereafter been normal for all the participants, including those with incidental findings.
The incidental findings were deemed not to affect brain anatomy / volume estimates of the
participants in the current study. It is important to note that the encountered incidental
findings have been found to be common and clinically insignificant in previous studies; see
our recent article for more details (Kumpulainen et al., 2020) . We have also covered the
details of our scanning visits and tips for investigators in our review (Copeland et al., 2021).
Template creation
Creation of population-specific FBN-125 structural templates
The images that were not suitable for data analysis (excessive number of artefacts) were
excluded, leaving 125 / 180 successful structural MRI for template creation (69 .4% success
rate), which is comparably low and was due to technical issues with scanning that went
unnoticed during data collection (Copeland et al., 2021) . The MRIs that passed this quality
control were used to construct a population-specific dual-contrast template (Figure 1 A). The
T1 template was first created from T1 images and linearly registered to the MNI 152 template
(Fonov et al., 2011). The average scaling from the native MRIs to the MNI 152 template was
then computed, and the inverse was used to scale the MNI 152 template to the average size
of our neonate population, which served as an initial target for construction of the
population-specific template. The T2 images were linearly registered to the T1, and
subsequently to the neonate template space with the transforms estimated from T1 scans.
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The template construction procedure is described in a prior article by Fonov et al. (2011) and
is based on the work of Guimond et al. (2001); the method employs the principles of average
model construction using elastic body deformations from Miller et al. (1997). It is an iterative
procedure that, given a set of MRI volumes, builds a template which minimizes the mean
squared intensity difference between the template and each subject’s MRI, and minimizes
the magnitude of all deformations used to map the template to each subject’s MRI.
Figure 1. Summary of the workflow for template creation. A) Iterative construction of the
infant template as described in Fonov et al. (2011). B) Labelling the infant template. The data
were registered to the infant template, and then clustered based on the amount of distortion
required to do that, into 21 clusters representing the morphological variability in the
population. The template was then warped to the central -most subject of each cluster,
providing 21 subtemplates for manual segmentation. After manual segmentation, the labels
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were then unwarped back to the base infant template and merged via voxel -wise majority
vote to create the consensus labels. This figure is modified from Acosta et al. Cerebral Cortex,
2020 | reprinted with permission.
Creation of 21 subtemplates for manual segmentation
The non-linear transformations derived in the construction of the template were then used
to cluster the subjects into 21 clusters from which we used the center -most subject as the
basis to construct 21 targets for manual segmentation (Figure 1 B). As the basis for clustering,
the Jacobian was computed for the non -linear transform mapping each subject to the
template. The values in the Jacobian were extracted as a vector for each voxel within the
template brain mask and clustered using an equal combination of cosine similarity and
Euclidean distance with Ward’s clustering method (Ward Jr., 1963). We chose the number of
clusters to be 21, which provided a good balance between reliable analysis procedures and
the amount of work needed for manual labelling.
Then, within each of the 21 clusters, the sum -squared distance from each subject to each
other subject was computed, and the subject with the minimum sum -squared distance was
taken as the central -most subject of the cluster. The dual-contrast template constructed in
the previous step was then warped to overlay the MRIs of these 21 subjects . These 21
subtemplates were then provided for manual segmentation without those doing that
segmentation being made aware that these were, in fact, 21 versions / warped copies of the
template. The demographics of the neonates whose brain images were determined to be one
of the 21 cluster centroids are provided in Table 2.
Minimum Maximum Mean Std. Deviation
Age from birth to scan, weeks 2.00 7.71 3.6599 1.15129
Age from due date to scan,
weeks
1.14 5.29 3.2857 1.02619
Premenstrual age at scan, weeks 41.86 45.29 43.3469 .96951
Birth weight, g 2580.00 4070.00 3512.8095 376.79140
Birth height, cm 46.00 53.00 50.5238 1.69172
Head circumference, cm 32.50 37.00 34.6667 1.09924
Table 2. Demographics of the 21 neonates whose brain MRI scans were used as the basis to
create the 21 subtemplates. These subtemplates were later used in the manual segmentation
that yielded the segmented labels (7 male, 14 female).
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Creation of FBN-125 DTI templates
Good quality b0 images were chosen manually, coregistered, averaged and moved in front of
each 4D series. Brain masks were created based on the b0 volumes with the Brain Extraction
Tool (BET ; Smith, 2002) from FSL (FMRIB Software Library v 5.0.9; Jenkinson et al.,
2012. DTIPrep software (Oguz et al., 2014) was used to inspect the quality of the data. Low
quality diffusion images identified by DTIprep were discarded. The remaining images were
then visually inspected following the automated quality control of DTIprep , and more
directions were excluded as needed. We have found that after the quality control steps,
datasets that have more than 20 diffusion encoding directions will yield reliable tensor
estimates (Merisaari et al., 2019, 2023) . Here all infants with at least 20 diffusion encoding
directions were selected and we used all available participant’s data thereafter (N = 122) .
Eddy current and motion correction steps were conducted with FSL (Andersson &
Sotiropoulos, 2016) and the b -vector matrix was rotated accordingly. A diffusion tensor
model was fitted to each voxel included in the brain mask using the DTIFIT tool in FDT (FMRIB's
Diffusion Toolbox) of FSL using ordinary least squares (OLS) fit. Our DTI preprocessing steps
have been provided in detail in ou r previous publications that also report good test -retest
repeatability in between segments of the multi-part DTI sequences (Merisaari et al., 2019,
2023). The DTI template creation was carried out by rigidly registering the b0 images to the
nonuniformity-corrected T1-weighted data and combining the transformations from b0 -to-
T1 and the T1 -to- The FinnBrain Neonatal ( FBN-125) template space for FA and MD maps
(Acosta et al., 2020; Lewis et al., 2019) . The registrations were carried out with
‘antsRegistration’. The FA and MD template images were then created by averaging the
images with FSL’s fslmaths, part of FMRIB Software Library v6.0 (Jenkinson et al., 2012).
Manual segmentation
The manual segmentation procedures and tools
Manual neonate brain segmentation is extremely labour intensive and requires considerable
knowledge of the developmental characteristics of the various tissues. Full manual
segmentation of the brain including cortical and subcortical grey matter, white matter and
the CSF slice-by-slice is very time consuming. In our experience, working at 1 mm3 resolution
this task takes around 1 month of full -time work. A h igher 0.5 mm 3 resolution of our
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subtemplates would have made this process even more labour intense, and we thus
employed a model where we start the work from initial estimates for the gross tissue
segmentation as outlined below. We were able to divide the work among research assistants
whom we quickly, and successfully trained to perform the manual segmentations.
Another key thing that affected the workflow was the good initial tissue contrast in the
created 21 subtemplates (due to averaging). Namely, the brain structures and their
boundaries against neighbouring structures are relatively easy to detect. Manual
segmentation is always prone to inter -rater and even intra -rater discrepancies, which may
affect the statistical power in studies and lead to inaccurate estimates of outcome metrics.
Here the use of 21 subtemplates to delineate the final segmentation on the FBN-125 template
alleviates the final effect of minor errors and variability that stems from using multiple raters,
and additionally allowed us to quantify the quality of segmentations.
We used teams of junior raters, supervised by senior investigators, to accomplish the work.
For the subcortical grey matter nuclei, hippocampus, and amygdala, we started with one
template jointly segmented for all subcortical structures by the primary rater NH and
senior rater JJT (externally reviewed by JDL). The final subcortical segmentations of the 21
subtemplates were performed by three rese arch assistants, supported by author NH on a
regular basis, and all working under the supervision of JJT. The final labels on the 21
subtemplates were critically reviewed and corrected by JJT for consistency, and externally
reviewed by JDL. The final labels are thus a consensus between two senior raters. The manual
segmentation of amygdala, hippocampus and subcortical grey matter nuclei were done with
Display software, part of MINC Tool Kit (https://bic-mni.github.io/).
For the cortical and gross anatomy segmentations, we made prior estimates of the structures
that we manually corrected. The segmentations were performed by three research assistants.
To aid the work, JJT prepared a detailed manual and video material showin g model edits on
each step. JJT also performed weekly quality control and checking all the segmentations as
well as final check on all the images. As before, the images were externally reviewed by JDL.
The gross anatomical segmentations were done with FSL tools and manual segmentation
with fsleyes (McCarthy, 2021).
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The manual segmentation of bilateral hippocampus and amygdala
We developed a detailed protocol for amygdala and hippocampus, which is provided in our
prior article (Hashempour et al., 2019). Of important note, while we used identical procedures
for amygdala and hippocampus segmentation, the change in image resolution from 1 mm3 to
0.5 mm3 enabled much more precision on the segmentations.
The manual segmentation of bilateral caudate nucleus
For the caudate, we decided to include ventral and dorsal caudate to the same label as there
were no reliable landmarks for more fine -grained tracings (e.g. for nucleus accumbens), and
the manual segmentation was based on prior work (Perlaki et al., 2017). We used the sagittal
plane to trace the curvature of the caudate at the midline and then used the coronal plane as
the main segmentation plane. After adjusting the contrast, the tissue borders were the main
guides for labelling, and we used standard contrast range to assure systematic delineation of
white matter and CSF boundaries. The key anatomical landmarks used for the tissue
boundary detection were the lateral border of the lateral ventricles medially, white matter
forming the external capsule and adjacent areas laterally, the anterior horns of the lateral
ventricles and the capsula interna anteriorly, as well as the anterior
commissure, putamen and globus pallidus for the anterior-inferior border.
The manual segmentation of bilateral putamen and globus pallidus
Once the caudate segmentation was ready, we segmented the putamen (mainly in the
coronal plane). The anterior border was defined by the caudate head and otherwise the
bilateral putamen w ere carefully traced with standard contrast settings to help systematic
border delineation from the white matter while also keeping the claustrum separate from the
tracings. The globus pallidus was segmented after the putamen starting from the posterior
border and moving in circular tracings in all planes using a “lasso tech nique” where the
outlines were first traced carefully in “easy-to-see” planes and the boundaries were then
connected in other planes.
The manual segmentation of bilateral thalamus
The main approach for the thalamus segmentation was guided by prior work (Owens-Walton
et al., 2019) and aided by the lasso technique (see above). The final and most challenging task
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is to assure that the tissue boundaries are refined and checked systematically in all planes to
assure three-dimensional accuracy, which was checked and assured by the senior raters (all
initial segmentations needed minor edits). The senior raters paid spe cial attention to
systematic separation of the corticospinal tract and frequently inferiorly spanning
(pre)myelinated white matter and the inclusion of inferior parts of the thalamus that have
different contrast features to the rest of the nucleus.
The manual segmentation of gross anatomical areas: cortical grey matter, white matter,
deep grey matter, pons, and the cerebellum
To decrease the time needed for manual segmentations, we searched for the best initial
segmentation from a selected range of software. Since none of the tried segmentations were
perfect, the initial estimates for the 21 subtemplates were created with the FSL-VBM pipeline
using the UNC neonate template grey matter probability mask to guide the segmentation
(Douaud et al., 2007).
The manual correction for the initial estimates was performed in 21 steps as follows:
1) Erode the pre-estimates brain mask with fslmaths (creating eight versions with increasing eroding)
2) Mask the grey matter prior with a chosen “best fit” eroded brain mask to remove the mis -segmented
GM outside the dural borders
3) Mask white matter prior with a chosen “best fit” eroded brain mask to remove the mis-segmented white
matter outside the pial surface
4) Clean the midline from mislabelled white matter outside the pial surface
5) Clean the superior parietal areas from mislabelled GM and WM
6) Remove the mislabelled GM from the corticospinal tract and longitudinal fasciculus and fill them with
the correct WM label
7) Fill in the central holes in the WM (near the subcortical grey matter nuclei)
8) Fill in the central holes in the subcortical GM that are mislabelled as CSF
9) Remove the mislabelled GM and WM from the inferior orbitofrontal regions
10) Segment the inferior temporal cortex as grey matter (fill in the holes in the cortex)
11) Remove the brainstem and cerebellum from the grey matter mask
12) Remove the subcortical grey from the previous image to yield cortical grey matter
13) Use fslmaths to calculate cortical grey matter, “deep grey matter” that included subcortical grey matter
and adjacent myelinated white matter and brainstem-cerebellum (using the images from steps 11 and 12)
14) Segmentation of the cerebellum with major edits on the superior border
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15) Fine segmentation of the cortical grey matter (thorough slice-wise visual inspection in all planes)
16) Fine joint segmentation of the brainstem and the cerebellum
17) Remove the brainstem from the joint segmentation
17) Use fslmaths to estimate separate the cerebellum, brainstem and cerebral white matter (using all
estimated parts obtained at this stage and step 13)
18) Review all segmentations separately and edit if needed
19) Use fsleyes to smooth and fslmaths to threshold and binarise the reviewed segmentations. This step
alleviates the occasional “ragged edges” that are common after manual edits
20) Make intracranial volume (ICV) and CSF masks using the brain mask and images obtained from step 19
21) Fine segmentation of the CSF that included segmentation of the internal CSF within the lateral
ventricles
All steps were followed by visual quality control, i.e. moving across the edited areas with
variable speed and in all viewing planes. We identified brain regions that are typically
challenging for automated pipelines, and these were reviewed with special care:
1. Breaks in the inferior (thin) cortex – temporal and occipital lobes
2. Overestimation of very thin cortical strips in the parietal areas towards the dura / skull
3. Areas with no visible csf, grey matter fusion with the skull / dura in superior posterior parts
4. Overlap between cerebellum and occipital lobes and mixing with the transverse sinus
5. Cingulate and corpus callosum mis-segmentation
6. Errors in the deep grey segmentation due variability in the anatomy / myelination
7. Amygdala and hippocampus segmentation errors (frequently to all directions!)
The final output of the manual segmentation were binary labels for cortex, white matter,
internal and external CSF (the labels were later combined), brainstem, cerebellum , and a
“deep-grey” segmentation that intentionally covered the subcortical grey matter and the
myelinated portions of white matter surrounding the nuclei. The previously created
subcortical areas were subtracted from this label and the remaining voxels were added to the
binary white matter mask.
The creation of atlas labels from manual segmentations
After manual segmentation, the labels were unwarped back to the FBN -125 space and
merged via voxel -wise majority vote to create the consensus labels, and the labels were
assured to be symmetric and complete through visual inspection.
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Finally, we used the symmetric labels to create several atlases: 1) gross tissue labels for grey
matter, white matter and CSF; 2) symmetric labels for grey matter, white matter, CSF,
brainstem and cerebellum as well as labels of the bilateral amygdala, hippocampus, caudate,
putamen, globus pallidus and thalamus; and 3) corresponding asymmetric labels for left and
right hemispheres with FreeSurfer look up table labels. For the creation of the asymmetric
labels, we defined a right hemispheric binary mask to a id the separation of the
hemispheres. The labels were created from symmetric labels with ‘fslmaths’ from the FMRIB
Software Library v6.0 (Jenkinson et al., 2012) . The FreeSurfer labels were obtained from :
(https://surfer.nmr.mgh.harvard.edu/fswiki/LabelsClutsAnnotationFiles).
We calculated the generalized conformity index (GCI) for all structures to quantify the
agreement across the atlas labels. Here, the GCI quantified the spatial overlap among the
manually defined atlas labels. GCI is a generalization of the Jaccard score so that for two raters
the GCI equals the Jaccard score, GCI = Vol(A1 ∩ A2)/Vol(A1 ∪ A2). We quantified the GCI
across the 21 manual segmentations by including segmentation j, its volume Vol(Aj), and Σ
pairs (i>j) the summation over all combinations of unique pairs of labels, and defined GCI as:
𝐺𝐶𝐼 = Σ 𝑝𝑎𝑖𝑟𝑠 (𝑖 > 𝑗) 𝑉𝑜𝑙(𝐴𝑖 ∩ 𝐴𝑗) ÷ Σ 𝑝𝑎𝑖𝑟𝑠 (𝑖 > 𝑗) 𝑉𝑜𝑙(𝐴𝑖 ∪ 𝐴𝑗)
We first binarized each manually created label and then added all unique pairs of these
binarized labels so that all voxels with a value > 0 as their union, and all voxels with value 2 as
their intersection. We then used ANTs ‘LabelGeometryMeasures’ to calculate the size of both
the union and intersection and used those values in the formula for GCI (Kouwenhoven et al.,
2009; Visser et al., 2019). Since the FBN-125 template is symmetric, we reported an average
of bilateral labels.
Benchmarking transfer of statistical maps of functional MRI
activations from neonatal to adult MNI space
We created standard coregistration files from the FBN -125 neonate template to the adult
MNI space and make them freely available with the templates and atlases. For these
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transforms we estimated a transform from the adult MNI space template to the FBN-125
neonate template to prevent the effects the (minor) differences in cortical anatomy to the
final transforms. We used ‘antsRegistrationSyNQuick.sh’ and ‘antsApplyTransforms’ available
from ANTs software for all coregistrations (Avants et al., 2011; Tustison & Avants, 2013).
The templates used for spatial normalization in neonatal studies vary from using an MNI
template (Wild et al., 2017) or standard Talairach space (Biagi et al., 2015) for adults and for
infants a study -specific template (Dehaene-Lambertz et al., 2002) or off -the-shelf atlas,
(Goksan et al., 2015; Wild et al., 2017) such as the UNC infant template (Shi et al., 2011; Wild
et al., 2017) . We chose the UNC -0-1-2-years neonate template as the model template
for coregistrations as it was identified as is the most used off-the-shelf atlas used for infants
(Dufford et al., 2022).
To test the utility of transferring statistical maps obtained in neonatal functional MRI (fMRI)
from neonatal template space to adult MNI space, we used results from our recent fMRI study
(Mariani Wigley et al., 2023) . We first estimated transforms from UNC neonate template to
FBN-125 template space. We then transformed statistical maps to adult MNI space by
concatenating the warps from UNC – to FBN-125 – to MNI template space.
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