Skeleton Recall Loss for Connectivity Conserving and Resource Efficient Segmentation of Thin Tubular Structures
<|reference_start|>Skeleton Recall Loss for Connectivity Conserving and Resource Efficient Segmentation of Thin Tubular Structures: Accurately segmenting thin tubular structures, such as vessels, nerves, roads or concrete cracks, is a crucial task in computer vision. Standard deep learning-based segmentation loss functions, such as Dice or Cross-Entropy, focus on volumetric overlap, often at the expense of preserving structural connectivity or topology. This can lead to segmentation errors that adversely affect downstream tasks, including flow calculation, navigation, and structural inspection. Although current topology-focused losses mark an improvement, they introduce significant computational and memory overheads. This is particularly relevant for 3D data, rendering these losses infeasible for larger volumes as well as increasingly important multi-class segmentation problems. To mitigate this, we propose a novel Skeleton Recall Loss, which effectively addresses these challenges by circumventing intensive GPU-based calculations with inexpensive CPU operations. It demonstrates overall superior performance to current state-of-the-art approaches on five public datasets for topology-preserving segmentation, while substantially reducing computational overheads by more than 90%. In doing so, we introduce the first multi-class capable loss function for thin structure segmentation, excelling in both efficiency and efficacy for topology-preservation.<|reference_end|>
@article{kirchhoff2024skeleton,
    title={Skeleton Recall Loss for Connectivity Conserving and Resource Efficient
  Segmentation of Thin Tubular Structures},
    author={Yannick Kirchhoff, Maximilian R. Rokuss, Saikat Roy, Balint Kovacs,
  Constantin Ulrich, Tassilo Wald, Maximilian Zenk, Philipp Vollmuth, Jens
  Kleesiek, Fabian Isensee, Klaus Maier-Hein},
    journal={arXiv preprint arXiv:2404.03010},
    year={2024},
    archivePrefix={arXiv},
    eprint={2404.03010},
    primaryClass={eess.IV cs.CV cs.LG}
}