%0 Journal Article
%A Chatterjee, Soumick
%A Gaidzik, Franziska
%A Sciarra, Alessandro
%A Mattern, Hendrik
%A Janiga, Gábor
%A Speck, Oliver
%A Nürnberger, Andreas
%A Pathiraja, Sahani
%T PULASki: Learning inter-rater variability using statistical distances to improve probabilistic segmentation.
%J Medical image analysis
%V 103
%@ 1361-8415
%C Amsterdam [u.a.]
%I Elsevier Science
%M DZNE-2025-00656
%P 103623
%D 2025
%X In the domain of medical imaging, many supervised learning based methods for segmentation face several challenges such as high variability in annotations from multiple experts, paucity of labelled data and class imbalanced datasets. These issues may result in segmentations that lack the requisite precision for clinical analysis and can be misleadingly overconfident without associated uncertainty quantification. This work proposes the PULASki method as a computationally efficient generative tool for biomedical image segmentation that accurately captures variability in expert annotations, even in small datasets. This approach makes use of an improved loss function based on statistical distances in a conditional variational autoencoder structure (Probabilistic UNet) , which improves learning of the conditional decoder compared to the standard cross-entropy particularly in class imbalanced problems. The proposed method was analysed for two structurally different segmentation tasks (intracranial vessel and multiple sclerosis (MS) lesion) and compare our results to four well-established baselines in terms of quantitative metrics and qualitative output. These experiments involve class-imbalanced datasets characterised by challenging features, including suboptimal signal-to-noise ratios and high ambiguity. Empirical results demonstrate the PULASKi method outperforms all baselines at the 5
%K Humans
%K Observer Variation
%K Magnetic Resonance Imaging: methods
%K Algorithms
%K Image Interpretation, Computer-Assisted: methods
%K Multiple Sclerosis: diagnostic imaging
%K Supervised Machine Learning
%K Conditional VAE (Other)
%K Distribution distance (Other)
%K Multiple sclerosis segmentation (Other)
%K Probabilistic UNet (Other)
%K Vessel segmentation (Other)
%F PUB:(DE-HGF)16
%9 Journal Article
%$ pmid:40367700
%R 10.1016/j.media.2025.103623
%U https://pub.dzne.de/record/278930