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Robust Multiview Point Cloud Registration Using Algebraic Connectivity and Spatial Compatibility
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DOI：10.1109/TGRS.2024.3515203.png)
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摘要
En 中文
In this article, a spectral method for multiview point cloud registration is presented. The primary challenge of existing multiview registration methods is to accurately estimate the weights of the pose graph. Previous multiview registration methods rely on predicting the overlap between pairs of point clouds to assign weights for pairwise transformation matrices. This global way may result in higher weights being assigned to pairs of point clouds that are structurally similar but actually have no or low overlap. In addition, the learning-based approach is biased for training scenarios. However, we obtain the weights by measuring the confidence of each correspondence used for the estimation of the pairwise transformation matrix. Specifically, we construct spatial compatibility matrices for the correspondences and compute the edge weights of the pose graphs using spectral decomposition (SD). Considering the compatibility between correspondences, the proposed method is robust to outliers. Simultaneously, to mitigate the disruption of outliers to the global pose estimation and enhance the computational efficiency, we propose an overlap score estimation method based on the algebraic connectivity of the graph for pruning of fully connected pose graphs. For the initial sparse pose graph, we apply iteratively reweighted least-squares (IRLS) to refine the global transformation and design a new reweighting function based on the historical weighted average (HWA). The nonlearning framework empowers the proposed method to have better generalization to unknown scenarios. The experimental results further validate the performance of our method which achieves about 12.9% and 21.4% lower rotation and translation errors on the ScanNet dataset compared to the state-of-the-art method.
Keyword:
Point cloud compression
Feature extraction
Matrix decomposition
Sparse matrices
Training
Optimization
Manufacturing
Geoscience and remote sensing
Accuracy
Vectors
Algebraic connectivity
historical weighted average (HWA)
iteratively reweighted least square (IRLS)
multiview registration
spectral decomposition (SD)
期刊
IF:
8.6
论文数:
2.1W
被引数:
10.7W
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