Novel Single View Constraints for Manhattan 3D Line Reconstruction
Siddhant Ranade, Srikumar Ramalingam

TL;DR
This paper introduces a novel exact method for reconstructing 3D line structures from a single image under the Manhattan assumption, utilizing new physical realizability constraints and MILP optimization.
Contribution
It proposes new constraints based on scene physical realizability and a MILP approach for single-view 3D line reconstruction, addressing multiple ambiguities.
Findings
Effective reconstruction on real images
Introduction of a new challenging dataset
Demonstrated advantages of novel constraints
Abstract
This paper proposes a novel and exact method to reconstruct line-based 3D structure from a single image using Manhattan world assumption. This problem is a distinctly unsolved problem because there can be multiple 3D reconstructions from a single image. Thus, we are often forced to look for priors like Manhattan world assumption and common scene structures. In addition to the standard orthogonality, perspective projection, and parallelism constraints, we investigate a few novel constraints based on the physical realizability of the 3D scene structure. We treat the line segments in the image to be part of a graph similar to straws and connectors game, where the goal is to back-project the line segments in 3D space and while ensuring that some of these 3D line segments connect with each other (i.e., truly intersect in 3D space) to form the 3D structure. We consider three sets of novel…
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Taxonomy
TopicsAdvanced Vision and Imaging · Robotics and Sensor-Based Localization · 3D Surveying and Cultural Heritage
