3-D Rigid Models from Partial Views - Global Factorization
Pedro M. Q. Aguiar, Rui F. C. Guerreiro, and Bruno B. Gon\c{c}alves

TL;DR
This paper introduces a global factorization approach for reconstructing 3-D rigid models from partial views in video sequences, improving accuracy by globally inferring complete models from all available observations.
Contribution
It proposes a novel global factorization method that infers complete 3-D models directly from all video frames, handling occlusions and reappearances more effectively than previous methods.
Findings
Enhanced 3-D shape accuracy demonstrated on artificial videos
Improved motion estimation accuracy shown on real videos
Method effectively handles occlusions and reappearances
Abstract
The so-called factorization methods recover 3-D rigid structure from motion by factorizing an observation matrix that collects 2-D projections of features. These methods became popular due to their robustness - they use a large number of views, which constrains adequately the solution - and computational simplicity - the large number of unknowns is computed through an SVD, avoiding non-linear optimization. However, they require that all the entries of the observation matrix are known. This is unlikely to happen in practice, due to self-occlusion and limited field of view. Also, when processing long videos, regions that become occluded often appear again later. Current factorization methods process these as new regions, leading to less accurate estimates of 3-D structure. In this paper, we propose a global factorization method that infers complete 3-D models directly from the 2-D…
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Taxonomy
TopicsAdvanced Vision and Imaging · Robotics and Sensor-Based Localization · Optical measurement and interference techniques
