Learning an Effective Equivariant 3D Descriptor Without Supervision
Riccardo Spezialetti, Samuele Salti, Luigi Di Stefano
摘要
Establishing correspondences between 3D shapes is a fundamental task in 3D Computer Vision, typically ad- dressed by matching local descriptors. Recently, a few at- tempts at applying the deep learning paradigm to the task have shown promising results. Yet, the only explored way to learn rotation invariant descriptors has been to feed neural networks with highly engineered and invariant representa- tions provided by existing hand-crafted descriptors, a path that goes in the opposite direction of end-to-end learning from raw data so successfully deployed for 2D images. In this paper, we explore the benefits of taking a step back in the direction of end-to-end learning of 3D descrip- tors by disentangling the creation of a robust and distinctive rotation equivariant representation, which can be learned from unoriented input data, and the definition of a good canonical orientation, required only at test time to obtain an invariant descriptor. To this end, we leverage two re- cent innovations: spherical convolutional neural networks to learn an equivariant descriptor and plane folding de- coders to learn without supervision. The effectiveness of the proposed approach is experimentally validated by out- performing hand-crafted and learned descriptors on a stan- dard benchmark.
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引用它的顶会 Paper7
- Learning to Orient Surfaces by Self-supervised Spherical CNNsRiccardo Spezialetti, Federico Stella, Marlon Marcon, Luciano Silva 等NeurIPS 2020 · 被引用 48 次
- Feature Interactive Representation for Point Cloud RegistrationBingli Wu, Jie Ma, Gaojie Chen, Pei AnICCV 2021 · 被引用 35 次
- Neural TMDlayer: Modeling Instantaneous flow of features via SDE GeneratorsZihang Meng, Vikas Singh, Sathya N. RaviICCV 2021 · 被引用 1 次
- View Transformation Robustness for Multi-View 3D Object Reconstruction with Reconstruction Error-Guided View SelectionQi Zhang, Zhouhang Luo, Tao Yu, Hui HuangAAAI 2025 · 被引用 1 次
- Recognizing Rigid Patterns of Unlabeled Point Clouds by Complete and Continuous Isometry Invariants with no False Negatives and no False PositivesDaniel Widdowson, Vitaliy KurlinCVPR 2023
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