(A) Example receiver operating characteristic (ROC) curves. (top) Example ROC of nuclei detection across varying isotropic scaling factors along the z-axis. Scaling is shown as the fraction of isotropy along the z-axis, where 1 = isotropic. For example, 0.5 indicates that each ROI was resized so that the z-axis was half of the size it would need to be for full isotropy with the x- and y-axes. (bottom) Example ROC evaluating two hyperparameters, the minimum and maximum standard deviations for the Gaussian kernel used for multi-scale detection, to find the optimal size bounds for blob detection. Inset shows a zoomed view of the clustered points. (B) Total nuclei vs. intensity by label showed a linear relationship using labels defined by either the original (mirrored; r = 0.997, p≤1×10−16) or smoothed (edge-aware; r = 0.997, p≤1×10−16) atlases. In the correlation plot (bottom), the size of the circle indicates the size of the correlation coefficient (r). (C) Similarly, nuclei density vs. intensity density relationships were approximately linear in the original (mirrored; r = 0.894, p≤1×10−16) and smoothed (edge-aware; r = 0.929, p≤1×10−16) atlases. (D) Sensitivity and False Discovery Rate stratified by nuclei density in manually annotated truth sets as seen in the histogram (left) showed a similar distribution by region (middle) and overall metrics (right) by density group, with numerically lower recall and slightly higher precision in denser regions.