PCN: Point Completion Network
Authors:
- Wentao YuanWYWentao Yuan
- Tejas KhotTKTejas Khot
- David HeldDHDavid Held
- Christoph MertzCMChristoph Mertz
- Martial HebertMHMartial Hebert
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- 1 September 2018
- conference paper
- Published by Institute of Electrical and Electronics Engineers (IEEE)
- p. 728-737
Abstract
Shape completion, the problem of estimating the complete geometry of objects from partial observations, lies at the core of many vision and robotics applications. In this work, we propose Point Completion Network (PCN), a novel learning-based approach for shape completion. Unlike existing shape completion methods, PCN directly operates on raw point clouds without any structural assumption (e.g. symmetry) or annotation (e.g. semantic class) about the underlying shape. It features a decoder design that enables the generation of fine-grained completions while maintaining a small number of parameters. Our experiments show that PCN produces dense, complete point clouds with realistic structures in the missing regions on inputs with various levels of incompleteness and noise, including cars from LiDAR scans in the KITTI dataset.Keywords
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This publication has 44 references indexed in Scilit:
- Vision meets robotics: The KITTI datasetThe International Journal of Robotics Research, 2013
- Symmetry in 3D Geometry: Extraction and ApplicationsComputer Graphics Forum, 2013
- A search-classify approach for cluttered indoor scene understandingACM Transactions on Graphics, 2012
- An interactive approach to semantic modeling of indoor scenes with an RGBD cameraACM Transactions on Graphics, 2012
- GlobFitACM Transactions on Graphics, 2011
- SmartBoxes for interactive urban reconstructionACM Transactions on Graphics, 2010
- Completion and Reconstruction with Primitive ShapesComputer Graphics Forum, 2009
- Discovering structural regularity in 3D geometryACM Transactions on Graphics, 2008
- A planar-reflective symmetry transform for 3D shapesACM Transactions on Graphics, 2006
- Partial and approximate symmetry detection for 3D geometryACM Transactions on Graphics, 2006