Relative Pose from a Calibrated and an Uncalibrated Smartphone Image
Yaqing Ding, Daniel Barath, Jian Yang, Zuzana Kukelova
摘要
In this paper, we propose a new minimal and a non-minimal solver for estimating the relative camera pose together with the unknown focal length of the second camera. This configuration has a number of practical benefits, e.g., when processing large-scale datasets. Moreover, it is resistant to the typical degenerate cases of the traditional six-point algorithm. The minimal solver requires four point correspondences and exploits the gravity direction that the built-in IMU of recent smart devices recover. We also propose a linear solver that enables estimating the pose from a larger-than-minimal sample extremely efficiently which then can be improved by, e.g., bundle adjustment. The methods are tested on 35654 image pairs from publicly available real-world and new datasets. When combined with a recent robust estimator, they lead to results superior to the traditional solvers in terms of rotation, translation and focal length accuracy, while being notably faster.
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- VSAC: Efficient and Accurate Estimator for H and FMaksym Ivashechkin, Daniel Barath, Jirí MatasICCV 2021 · 被引用 37 次
- An Efficient Solution to the Homography-Based Relative Pose Problem With a Common Reference DirectionYaqing Ding, Jian Yang, Jean Ponce, Hui KongICCV 2019 · 被引用 24 次
- Minimal Solutions for Panoramic Stitching Given Gravity PriorYaqing Ding, Daniel Barath, Zuzana KukelovaICCV 2021 · 被引用 12 次
- Minimal Solutions to Relative Pose Estimation From Two Views Sharing a Common Direction With Unknown Focal LengthYaqing Ding, Jian Yang, Jean Ponce, Hui KongCVPR 2020
- A Sparse Resultant Based Method for Efficient Minimal SolversSnehal Bhayani, Zuzana Kukelova, Janne HeikkiläCVPR 2020
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