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The summed volume of volcaniclastics is estimated to range between 13 22 km3.
The summed volume of the 6 measured structures provided a reliable estimate of total brain size as the summed volume correlated strongly with brain weight (r = 0.96).
Summed volume projections (SVPs) were automatically created for each of the retinal layers from the variance B-scans using the segmentation data obtained from the averaged intensity B-scans.
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For each bone, the volume-weighted density of each slice was summed and divided by the summed volumes of each slice to obtain the mean density as follows: mean bone density = ∑ s = 1 n slice volume * mean slice density ∑ s = 1 n slice volume Each measurement was normalized to a given mouse's baseline (week zero) scan.
Observed inside bark cubic volume including top and stump (CVTS) for each tree was then computed by summing volume of all sections, stump, and top.
Volumes were calculated by multiplying the traced area on each slice by slice thickness, and then summing volumes across slices.
Total ventricle volume was obtained by summing volumes of the relevant FreeSurfer's segmentation regions.
The 5 to 8 slice volumes were summed to calculate total volume of VAT in liters for each participant.
Total brain volume was estimated with two different methods: first, with the equation of the ellipsoid model suggested by Pollen et al. [ 36]; second, we calculated brain volume by summing the volumes of the different parts.
The total tumor volume was obtained by summing the volume calculations for all sections.
We selected three MRI measures for analysis including white matter lesion volume (calculated by summing the volumes of all white matter lesions detected), hippocampal volume (combining left and right sides), and total brain volume (defined as the sum of grey and white matter) as these are commonly assessed and have been previously associated with cognitive decline and dementia.
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CEO of Professional Science Editing for Scientists @ prosciediting.com