JOURNAL ARTICLE

Category-Level Metric Scale Object Shape and Pose Estimation

Taeyeop LeeByeong-Uk LeeMyungchul KimIn So Kweon

Year: 2021 Journal:   IEEE Robotics and Automation Letters Vol: 6 (4)Pages: 8575-8582   Publisher: Institute of Electrical and Electronics Engineers

Abstract

Advances in deep learning recognition have led to accurate object detection\nwith 2D images. However, these 2D perception methods are insufficient for\ncomplete 3D world information. Concurrently, advanced 3D shape estimation\napproaches focus on the shape itself, without considering metric scale. These\nmethods cannot determine the accurate location and orientation of objects. To\ntackle this problem, we propose a framework that jointly estimates a metric\nscale shape and pose from a single RGB image. Our framework has two branches:\nthe Metric Scale Object Shape branch (MSOS) and the Normalized Object\nCoordinate Space branch (NOCS). The MSOS branch estimates the metric scale\nshape observed in the camera coordinates. The NOCS branch predicts the\nnormalized object coordinate space (NOCS) map and performs similarity\ntransformation with the rendered depth map from a predicted metric scale mesh\nto obtain 6d pose and size. Additionally, we introduce the Normalized Object\nCenter Estimation (NOCE) to estimate the geometrically aligned distance from\nthe camera to the object center. We validated our method on both synthetic and\nreal-world datasets to evaluate category-level object pose and shape.\n

Keywords:
Metric (unit) Pose Artificial intelligence Computer vision Object (grammar) Scale (ratio) Similarity (geometry) Computer science Orientation (vector space) Transformation (genetics) Pattern recognition (psychology) Metric space Mathematics Geometry Image (mathematics) Geography

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49
Cited By
5.18
FWCI (Field Weighted Citation Impact)
46
Refs
0.96
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Citation History

Topics

Robot Manipulation and Learning
Physical Sciences →  Engineering →  Control and Systems Engineering
3D Shape Modeling and Analysis
Physical Sciences →  Engineering →  Computational Mechanics
Robotics and Sensor-Based Localization
Physical Sciences →  Engineering →  Aerospace Engineering
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