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arXiv 2104.09133cs.CVcs.RO
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RANSIC:使用不变相容性的旋转搜索和点云配准的快速和高度鲁棒估计

RANSIC: Fast and Highly Robust Estimation for Rotation Search and Point Cloud Registration using Invariant Compatibility

East China University of Science and Technology(华东理工大学)

Lei Sun

摘要:

基于对应的旋转搜索和点云配准是机器人和计算机视觉中的两个基本问题。然而,离群点的存在,有时甚至占据了绝大多数的假定对应,可以使许多现有的算法要么失败,或有非常高的计算成本。在本文中,我们提出了RANSIC(随机抽样与不变相容性),一个快速和高度鲁棒性的方法适用于这两个问题的基础上,一个新的范例相结合的随机抽样与不变性和兼容性。RANSIC一般从对应集中随机选取小子集开始,通过对每个问题建立的不变量进行相容性检验,从随机子集中寻找潜在的内点作为图的顶点,当至少存在一个K度顶点时,返回符合条件的内点(K根据问题自动更新),并且残差同时满足一定的终止条件。在多个合成和真实实验中,我们证明了RANSIC使用速度快,对超过95%的离群值具有鲁棒性,并且能够召回大约100%的内点,在旋转搜索和点云配准问题上优于其他最先进的求解器。

英文摘要:

Correspondence-based rotation search and point cloud registration are two fundamental problems in robotics and computer vision. However, the presence of outliers, sometimes even occupying the great majority of the putative correspondences, can make many existing algorithms either fail or have very high computational cost. In this paper, we present RANSIC (RANdom Sampling with Invariant Compatibility), a fast and highly robust method applicable to both problems based on a new paradigm combining random sampling with invariance and compatibility. Generally, RANSIC starts with randomly selecting small subsets from the correspondence set, then seeks potential inliers as graph vertices from the random subsets through the compatibility tests of invariants established in each problem, and eventually returns the eligible inliers when there exists at least one K-degree vertex (K is automatically updated depending on the problem) and the residual errors satisfy a certain termination condition at the same time. In multiple synthetic and real experiments, we demonstrate that RANSIC is fast for use, robust against over 95% outliers, and also able to recall approximately 100% inliers, outperforming other state-of-the-art solvers for both the rotation search and the point cloud registration problems.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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