Optimal Multi-view Correction of Local Affine Frames
Iván Eichhardt (MTA SZTAKI), Dániel Baráth (MTA SZTAKI, CMP Prague) AbstractA method is proposed for correcting the parameters of a sequence of detected local affine frames through multiple views. The technique requires the epipolar geometry to be pre-estimated between each image pair. It exploits the constraints which the camera movement implies, in order to apply a closed-form correction to the parameters of the input affinities. Also, it is shown that the rotations and scales obtained by partially affine-covariant detectors, e.g. AKAZE or SIFT, can be upgraded to be full affine frames by the proposed algorithm. It is validated both in synthetic experiments and on publicly available real-world datasets that the method almost always improves the output of the evaluated affine-covariant feature detectors. As a by-product, these detectors are compared and the ones obtaining the most accurate affine frames are reported. To demonstrate the applicability in real-world scenarios, we show that the proposed technique improves the accuracy of pose estimation for a camera rig, surface normal and homography estimation.
DOI
10.5244/C.33.160
https://dx.doi.org/10.5244/C.33.160
Files
BibTeX
@inproceedings{BMVC2019,
title={Optimal Multi-view Correction of Local Affine Frames},
author={Iván Eichhardt and Dániel Baráth},
year={2019},
month={September},
pages={160.1--160.12},
articleno={160},
numpages={12},
booktitle={Proceedings of the British Machine Vision Conference (BMVC)},
publisher={BMVA Press},
editor={Kirill Sidorov and Yulia Hicks},
doi={10.5244/C.33.160},
url={https://dx.doi.org/10.5244/C.33.160}
}
title={Optimal Multi-view Correction of Local Affine Frames},
author={Iván Eichhardt and Dániel Baráth},
year={2019},
month={September},
pages={160.1--160.12},
articleno={160},
numpages={12},
booktitle={Proceedings of the British Machine Vision Conference (BMVC)},
publisher={BMVA Press},
editor={Kirill Sidorov and Yulia Hicks},
doi={10.5244/C.33.160},
url={https://dx.doi.org/10.5244/C.33.160}
}