5th MICCAI Workshop on
Domain Adaptation and Representation Transfer (DART)
Towards Learning Transferable, Interpretable, and Robust Representations
News
The detailed workshop programme is now available.
Our workshop will feature the two excellent keynote speakers Prof. Dr. Tal Arbel and Dr. Alison O'Neil!
We have extended the paper submission deadline to 6 July 2023.
Call for papers is now available. We look forward to your submissions!
We are glad to announce that the 5th MICCAI Workshop on Domain Adaptation and Representation Transfer (DART) will be held during the 26th International Conference on Medical Image Computing and Computer Assisted Intervention in Vancouver!
Description
Computer vision and medical imaging have been revolutionized by the introduction of advanced machine learning and deep learning methodologies. Recent approaches have shown unprecedented performance gains in tasks such as segmentation, classification, detection, and registration. Although these results (obtained mainly on public datasets) represent important milestones for the MICCAI community, most methods lack generalization capabilities when presented with previously unseen situations (corner-cases) or different input data domains. This limits clinical applicability of these innovative approaches and therefore diminishes their impact. Transfer learning, representation learning and domain adaptation techniques have been used to tackle problems such as: model training using small datasets while obtaining generalizable representations; performing domain adaptation via few-shot learning; obtaining interpretable representations that are understood by humans; and leveraging knowledge learned from a particular domain to solve problems in another. Through the third MICCAI workshop on Domain Adaptation and Representation Transfer (DART) we aim to continue the discussion forum to compare, evaluate and discuss methodological advancements and ideas that can improve the applicability of Machine Learning (ML) / Deep Learning (DL) approaches to clinical settings by making them robust and consistent across different domains.