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arXiv 2012.00458cs.CV

Globally Optimal Relative Pose Estimation with Gravity Prior

Nanjing University of Science and Technology(南京理工大学);Czech Technical University in Prague(捷克技术大学(布拉格));SZTAKI(匈牙利计算机科学与控制研究所)

Yaqing Ding, Daniel Barath, Jian Yang, Hui Kong, Zuzana Kukelova

英文摘要:

Smartphones, tablets and camera systems used, e.g., in cars and UAVs, are typically equipped with IMUs (inertial measurement units) that can measure the gravity vector accurately. Using this additional information, the $y$-axes of the cameras can be aligned, reducing their relative orientation to a single degree-of-freedom. With this assumption, we propose a novel globally optimal solver, minimizing the algebraic error in the least-squares sense, to estimate the relative pose in the over-determined case. Based on the epipolar constraint, we convert the optimization problem into solving two polynomials with only two unknowns. Also, a fast solver is proposed using the first-order approximation of the rotation. The proposed solvers are compared with the state-of-the-art ones on four real-world datasets with approx. 50000 image pairs in total. Moreover, we collected a dataset, by a smartphone, consisting of 10933 image pairs, gravity directions, and ground truth 3D reconstructions.

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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