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自拍杆上相机相对姿态的稳健高效估计

Robust and Efficient Estimation of Relative Pose for Cameras on Selfie Sticks.

作者信息

Joo Kyungdon, Li Hongdong, Oh Tae-Hyun, Kweon In So

出版信息

IEEE Trans Pattern Anal Mach Intell. 2022 Sep;44(9):5460-5471. doi: 10.1109/TPAMI.2021.3085134. Epub 2022 Aug 4.

DOI:10.1109/TPAMI.2021.3085134
PMID:34057889
Abstract

Taking selfies has become one of the major photographic trends of our time. In this study, we focus on the selfie stick, on which a camera is mounted to take selfies. We observe that a camera on a selfie stick typically travels through a particular type of trajectory around a sphere. Based on this finding, we propose a robust, efficient, and optimal estimation method for relative camera pose between two images captured by a camera mounted on a selfie stick. We exploit the special geometric structure of camera motion constrained by a selfie stick and define this motion as spherical joint motion. Utilizing a novel parametrization and calibration scheme, we demonstrate that the pose estimation problem can be reduced to a 3-degrees of freedom (DoF) search problem, instead of a generic 6-DoF problem. This facilitates the derivation of an efficient branch-and-bound optimization method that guarantees a global optimal solution, even in the presence of outliers. Furthermore, as a simplified case of spherical joint motion, we introduce selfie motion, which has a fewer number of DoF than spherical joint motion. We validate the performance and guaranteed optimality of our method on both synthetic and real-world data. Additionally, we demonstrate the applicability of the proposed method for two applications: refocusing and stylization.

摘要

自拍已成为我们这个时代主要的摄影潮流之一。在本研究中,我们聚焦于自拍杆,即一种安装有相机用于自拍的工具。我们观察到,安装在自拍杆上的相机通常会围绕球体做特定类型的轨迹运动。基于这一发现,我们提出了一种鲁棒、高效且最优的方法,用于估计安装在自拍杆上的相机拍摄的两张图像之间的相对相机姿态。我们利用自拍杆所约束的相机运动的特殊几何结构,并将这种运动定义为球形关节运动。通过采用一种新颖的参数化和校准方案,我们证明姿态估计问题可以简化为一个三自由度(DoF)搜索问题,而非一般的六自由度问题。这有助于推导出一种高效的分支定界优化方法,即使存在异常值,该方法也能保证全局最优解。此外,作为球形关节运动的一种简化情况,我们引入了自拍运动,其自由度比球形关节运动更少。我们在合成数据和真实世界数据上验证了我们方法的性能以及所保证的最优性。此外,我们还展示了所提出方法在两个应用中的适用性:重新聚焦和风格化。

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