Uncertainty Quantification for Visual Object Pose Estimation
Lorenzo Shaikewitz, Charis Georgiou, Luca Carlone

TL;DR
This paper introduces SLUE, a distribution-free method for quantifying uncertainty in monocular object pose estimation, providing high-probability bounds without strict distributional assumptions, and demonstrates its effectiveness on datasets and real-world scenarios.
Contribution
We develop SLUE, a convex program that computes high-confidence, distribution-free pose uncertainty bounds, extending to a hierarchy for tighter bounds, with practical evaluation on datasets and drone tracking.
Findings
SLUE produces smaller translation bounds than prior methods.
SLUE provides competitive orientation bounds.
The hierarchy converges to the minimum volume ellipsoid.
Abstract
Quantifying the uncertainty of an object's pose estimate is essential for robust control and planning. Although pose estimation is a well-studied robotics problem, attaching statistically rigorous uncertainty is not well understood without strict distributional assumptions. We develop distribution-free pose uncertainty bounds about a given pose estimate in the monocular setting. Our pose uncertainty only requires high probability noise bounds on pixel detections of 2D semantic keypoints on a known object. This noise model induces an implicit, non-convex set of pose uncertainty constraints. Our key contribution is SLUE (S-Lemma Uncertainty Estimation), a convex program to reduce this set to a single ellipsoidal uncertainty bound that is guaranteed to contain the true object pose with high probability. SLUE solves a relaxation of the minimum volume bounding ellipsoid problem inspired by…
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Taxonomy
TopicsRobotics and Sensor-Based Localization · Robot Manipulation and Learning · Robotic Path Planning Algorithms
