Image Matching Across Wide Baselines: From Paper to Practice
Yuhe Jin,Dmytro Mishkin,Anastasiia Mishchuk,Jiri Matas,Pascal Fua,Kwang Moo Yi,Eduard Trulls +6 more
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TL;DR: The Image Matching Challenge as mentioned in this paper provides a comprehensive benchmark for local features and robust estimation algorithms, focusing on the downstream task, the accuracy of the reconstructed camera pose, as the primary metric.
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Abstract: We introduce a comprehensive benchmark for local features and robust estimation algorithms, focusing on the downstream task—the accuracy of the reconstructed camera pose—as our primary metric. Our pipeline’s modular structure allows easy integration, configuration, and combination of different methods and heuristics. This is demonstrated by embedding dozens of popular algorithms and evaluating them, from seminal works to the cutting edge of machine learning research. We show that with proper settings, classical solutions may still outperform the perceived state of the art. Besides establishing the actual state of the art, the conducted experiments reveal unexpected properties of structure from motion pipelines that can help improve their performance, for both algorithmic and learned methods. Data and code are online (
https://github.com/ubc-vision/image-matching-benchmark
), providing an easy-to-use and flexible framework for the benchmarking of local features and robust estimation methods, both alongside and against top-performing methods. This work provides a basis for the Image Matching Challenge (
https://image-matching-challenge.github.io
).
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Citations
Image Matching by Bare Homography
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Smoothly varying projective transformation for line segment matching
TL;DR: SLEM as discussed by the authors proposes a non-parametric motion regression formulation with a specially designed direct linear transformation-based cost function that reformulates the piecewise smoothly varying projective transformations as a global continuous model from highly noisy point matches.
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Optimal detection of the feature matching map in presence of noise and outliers
01 Jan 2022
TL;DR: In this article , the authors consider the problem of finding the matching map between two sets of vectors from noisy observations, where the second set contains outliers, and show that the detection region of unknown injection can be characterized by the sets of vector vectors for which the inlier-inlier distance is of order at least $d 1/4/4 + 1/2 − 1/3/2 + 2.
4
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