OHBM 2022 poster presentation information
This year I will be attending the Organization for Human Brain Mapping’s (OHBM) 2022 conference in Glasgow. I will be presenting a poster titled “Systematic validation of an automated thalamic parcellation technique using anatomical data at 3T.” My poster number is WTh612, and I will be available at my poster at the following times:
- Wednesday 22nd June, 1:45PM – 2:45PM (BST)
- Thursday 23rd June, 1:45PM – 2:45PM (BST)
If you would like to speak to me about my poster but I am not currently here, please reach out to me via twitter @neuroBren!
This work is now published open access in NeuroImage and freely available online here https://doi.org/10.1016/j.neuroimage.2022.119340.
Supplementary figure 1: DICE coefficients in the thalamus
Supplementary figure 2: Average Hausdorff Distances in the thalamus
Supplementary figure 3: DICE coefficients in the left thalamus
DICE coefficient between group-level segmented (vertical axis) regions and volumes in the Morel atlas (horizontal axis) in the right thalamus. Higher DICE coefficients show there is greater overlap between segmented regions and volumes in the Morel atlas. Dendrograms show the hierarchical structure of nuclei within the thalamus. DICE coefficients within BOLD boxes along the diagonal are regions that are part of the same nuclear group or sub-group; nuclei from the Morel atlas and segmented volumes are not always equivalent (see Table 1 in the publication for an overview of abbreviations).
Supplementary figure 4: Average Hausdorff Distances in the right thalamus
Average Hausdorff Distance between group-level segmented (vertical axis) regions and volumes in the Morel atlas (horizontal axis) in the right thalamus. Higher Average Hausdorff Distances shows there is greater dissimilarity and that segmented regions and volumes in the Morel atlas are less isometric. Dendrograms show the hierarchical structure of nuclei within the thalamus. Average Hausdorff Distances within BOLD boxes along the diagonal are show regions that are part of the same nuclear group or sub-group; nuclei from the Morel atlas and segmented volumes are not always equivalent (see Table 1 in the publication for an overview of abbreviations).