ARNet: Attribute Artifact Reduction for G-PCC Compressed Point Clouds

A learning-based adaptive loop filter is developed for the geometry-based point-cloud compression (G-PCC) standard to reduce attribute compression artifacts. The proposed method first generates multiple most probable sample offsets (MPSOs) as potential compression distortion approximations, and then linearly weights them for artifact mitigation. Therefore, we drive the filtered reconstruction as closely to the uncompressed PCA as possible. To this end, we devise an attribute artifact reduction network (ARNet) consisting of two consecutive processing phases: MPSOs derivation and MPSOs combination. The MPSOs derivation uses a two-stream network to model local neighborhood variations from direct spatial embedding and frequency-dependent embedding, where sparse convolutions are utilized to best aggregate information from sparsely and irregularly distributed points. The MPSOs combination is guided by the least-squares error metric to derive weighting coefficients on the fly to further capture the content dynamics of the input PCAs. ARNet is implemented as an in-loop filtering tool for G-PCC, where the linear weighting coefficients are encapsulated into the bitstream with negligible bitrate overhead. The experimental results demonstrate significant improvements over the latest G-PCC both subjectively and objectively. For example, our method offers a 22.12% YUV Bj⊘ntegaard delta rate (BD-Rate) reduction compared to G-PCC across various commonly used test point clouds. Compared with a recent study showing state-of-the-art performance, our work not only gains 13.23% YUV BD-Rate but also provides a 30 × processing speedup.

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Publication Details

Journal
Computational Visual Media
Published
2025-04-01
DOI
https://doi.org/10.26599/cvm.2025.9450380
Citations
1
Primary Topic
3D Shape Modeling and Analysis
Type
article
Field-Weighted Citation Impact
1.33
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article

ARNet: Attribute Artifact Reduction for G-PCC Compressed Point Clouds

Junteng Zhang, Dandan Ding, Zhan Ma, Junzhe Zhang
1 citations
Computational Visual Media
3D Shape Modeling and Analysis
1.33
article

ARNet: Attribute Artifact Reduction for G-PCC Compressed Point Clouds

Junteng Zhang, Dandan Ding, Zhan Ma, Junzhe Zhang
article en
1 citations

Abstract

A learning-based adaptive loop filter is developed for the geometry-based point-cloud compression (G-PCC) standard to reduce attribute compression artifacts. The proposed method first generates multiple most probable sample offsets (MPSOs) as potential compression distortion approximations, and then linearly weights them for artifact mitigation. Therefore, we drive the filtered reconstruction as closely to the uncompressed PCA as possible. To this end, we devise an attribute artifact reduction network (ARNet) consisting of two consecutive processing phases: MPSOs derivation and MPSOs combination. The MPSOs derivation uses a two-stream network to model local neighborhood variations from direct spatial embedding and frequency-dependent embedding, where sparse convolutions are utilized to best aggregate information from sparsely and irregularly distributed points. The MPSOs combination is guided by the least-squares error metric to derive weighting coefficients on the fly to further capture the content dynamics of the input PCAs. ARNet is implemented as an in-loop filtering tool for G-PCC, where the linear weighting coefficients are encapsulated into the bitstream with negligible bitrate overhead. The experimental results demonstrate significant improvements over the latest G-PCC both subjectively and objectively. For example, our method offers a 22.12% YUV Bj⊘ntegaard delta rate (BD-Rate) reduction compared to G-PCC across various commonly used test point clouds. Compared with a recent study showing state-of-the-art performance, our work not only gains 13.23% YUV BD-Rate but also provides a 30 × processing speedup.

Computational Visual MediaVol. 11(2)
Hangzhou Normal University (CN), Nanjing University (CN)
Climate action
Openalex Percentile: Top 25%
3D Shape Modeling and Analysis
1.33
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