2021 IEEE International Conference on Image Processing (ICIP) 2021
DOI: 10.1109/icip42928.2021.9506767
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Refining The Bounding Volumes for Lossless Compression of Voxelized Point Clouds Geometry

Abstract: This paper describes a novel lossless compression method for point cloud geometry, building on a recent lossy compression method that aimed at reconstructing only the bounding volume of a point cloud. The proposed scheme starts by partially reconstructing the geometry from the two depthmaps associated to a single projection direction. The partial reconstruction obtained from the depthmaps is completed to a full reconstruction of the point cloud by sweeping section by section along one direction and encoding th… Show more

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Cited by 5 publications
(2 citation statements)
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References 13 publications
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“…Structured data formats intuitively present the point cloud data and fit for convolution operations naturally. There are mainly voxel-based (Limuti, Polo, and Milani 2018;Quach, Valenzise, and Dufaux 2019;Kaya, Schwarz, and Tabus 2021) and image-based methods (Houshiar and Nüchter 2015;Sun et al 2019;Feng, Liu, and Zhu 2020). The video point cloud compression standard (VPCC) (Schwarz et al 2018) converts the 3D input point cloud into a set of 2D patches followed by a packing process.…”
Section: Related Work Structured Point Cloud Compressionmentioning
confidence: 99%
“…Structured data formats intuitively present the point cloud data and fit for convolution operations naturally. There are mainly voxel-based (Limuti, Polo, and Milani 2018;Quach, Valenzise, and Dufaux 2019;Kaya, Schwarz, and Tabus 2021) and image-based methods (Houshiar and Nüchter 2015;Sun et al 2019;Feng, Liu, and Zhu 2020). The video point cloud compression standard (VPCC) (Schwarz et al 2018) converts the 3D input point cloud into a set of 2D patches followed by a packing process.…”
Section: Related Work Structured Point Cloud Compressionmentioning
confidence: 99%
“…The scientific literature has witnessed a strong interest in improving the compression performance of G-PCC, with many scholarly contributions in recent years, e.g., [6]- [22]. These methods differ in several aspects, such as the representation used for the point cloud (e.g., octree [15]- [20], dyadic decomposition [6], [7], [12] or projections onto 2D planes [13], [23]), the selection of the context used for the conditional probability model for arithmetic coding and the method to define the symbols to be encoded.…”
Section: Introductionmentioning
confidence: 99%