Solving Perspective-n-Point (PnP) problems is a traditional way of estimating object poses. Given outlier-contaminated data, a pose of an object is calculated with PnP algorithms of n = {3, 4} in the RANSAC-based scheme. However, the computational complexity considerably increases along with n and the high complexity imposes a severe strain on devices which should estimate multiple object poses in real time. In this paper, we propose an efficient method based on 1-point RANSAC for estimating a pose of an object on the ground. In the proposed method, a pose is calculated with 1-DoF parameterization by using a ground object assumption and a 2D object bounding box as an additional observation, thereby achieving the fastest performance among the RANSAC-based methods. In addition, since the method suffers from the errors of the additional information, we propose a hierarchical robust estimation method for polishing a rough pose estimate and discovering more inliers in a coarse-to-fine manner. The experiments in synthetic and real-world datasets demonstrate the superiority of the proposed method.
翻译:解决透视点(PnP)问题是一种传统的估计天体构成的方法。根据外部污染的数据,在RANSAC的方案中,一个天体的外形是用n= {3,4}的PnP算法计算出来的。但是,计算复杂程度随着n和高复杂性而大大增加,给应实时估计多天体构成的装置带来严重压力。在本文件中,我们建议一种基于1点的RANSAC的有效方法来估计一个天体在地面的外形。在拟议方法中,一种外形以1-DoF参数化计算,方法是使用地面天体假设和一个2D天体捆绑框作为额外的观察,从而在RANSAC的方法中取得最快的性能。此外,由于该方法受额外信息错误的影响,我们提出了一种等级稳健的估算方法,用于以粗重到直线的方式擦亮表面估计并发现更多的内线。在合成和真实世界数据集中的实验显示了拟议方法的优越性。