Yuan Yongzhe, Wu Yue, Gong Maoguo, Miao Qiguang, Qin A K
IEEE Trans Neural Netw Learn Syst. 2025 Jul;36(7):13291-13303. doi: 10.1109/TNNLS.2024.3476114.
The precision of unsupervised point cloud registration methods is typically limited by the lack of reliable inlier estimation and self-supervised signal, especially in partially overlapping scenarios. In this article, we propose an effective inlier estimation method for unsupervised point cloud registration by capturing geometric structure consistency between the source point cloud and its corresponding reference point cloud copy. Specifically, to obtain a high-quality reference point cloud copy, a one-nearest neighborhood (1-NN) point cloud is generated by input point cloud, which facilitates matching map construction and allows for integrating dual neighborhood matching scores of 1-NN point cloud and input point cloud to improve matching confidence. Benefiting from the high-quality reference copy, we argue that the neighborhood graph formed by inlier and its neighborhood should have consistency between source point cloud and its corresponding reference copy. Based on this observation, we construct transformation-invariant geometric structure representations and capture geometric structure consistency to score the inlier confidence for estimated correspondences between source point cloud and its reference copy. This strategy can simultaneously provide the reliable self-supervised signals for model optimization. Finally, we further calculate transformation estimation by the weighted SVD algorithm with the estimated correspondences and the corresponding inlier confidence. We train the proposed model in an unsupervised manner, and extensive experiments on synthetic and real-world datasets illustrate the effectiveness of the proposed method.
无监督点云配准方法的精度通常受到可靠内点估计和自监督信号缺乏的限制,特别是在部分重叠的场景中。在本文中,我们通过捕捉源点云和其对应的参考点云副本之间的几何结构一致性,提出了一种有效的无监督点云配准内点估计方法。具体来说,为了获得高质量的参考点云副本,通过输入点云生成一个单最近邻(1-NN)点云,这有助于匹配地图构建,并允许整合1-NN点云和输入点云的双邻域匹配分数以提高匹配置信度。受益于高质量的参考副本,我们认为由内点及其邻域形成的邻域图在源点云和其对应的参考副本之间应该具有一致性。基于这一观察,我们构建变换不变的几何结构表示并捕捉几何结构一致性,以对源点云和其参考副本之间估计对应关系的内点置信度进行评分。该策略可以同时为模型优化提供可靠的自监督信号。最后,我们使用加权奇异值分解(SVD)算法,根据估计的对应关系和相应的内点置信度进一步计算变换估计。我们以无监督方式训练所提出的模型,在合成数据集和真实世界数据集上的大量实验证明了所提方法的有效性。