Stable and Consistent Prediction of 3D Characteristic Orientation via Invariant Residual Learning

Seungwook Kim, Chunghyun Park, Yoonwoo Jeong, Jaesik Park, Minsu Cho
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Abstract

Learning to predict reliable characteristic orientations of 3D point clouds is an important yet challenging problem, as different point clouds of the same class may have largely varying appearances. In this work, we introduce a novel method to decouple the shape geometry and semantics of the input point cloud to achieve both stability and consistency. The proposed method integrates shape-geometry-based SO(3)-equivariant learning and shape-semantics-based SO(3)-invariant residual learning, where a final characteristic orientation is obtained by calibrating an SO(3)-equivariant orientation hypothesis using an SO(3)-invariant residual rotation. In experiments, the proposed method not only demonstrates superior stability and consistency but also exhibits state-of-the-art performances when applied to point cloud part segmentation, given randomly rotated inputs.
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基于不变残差学习的三维特征方向稳定一致预测
学习预测三维点云的可靠特征方向是一个重要而又具有挑战性的问题,因为同一类别的不同点云可能具有很大差异的外观。在这项工作中,我们引入了一种新的方法来解耦输入点云的形状几何和语义,以实现稳定性和一致性。该方法将基于形状几何的SO(3)等变学习和基于形状语义的SO(3)不变残差学习相结合,通过使用SO(3)不变残差旋转校准SO(3)等变方向假设来获得最终特征方向。在实验中,该方法不仅表现出优异的稳定性和一致性,而且在随机旋转输入的点云部分分割中也表现出最先进的性能。
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