Attribute Artifacts Removal for Geometry-based Point Cloud Compression
arXiv:2112.00560 · doi:10.1109/TIP.2022.3170722
Abstract
Geometry-based point cloud compression (G-PCC) can achieve remarkable compression efficiency for point clouds. However, it still leads to serious attribute compression artifacts, especially under low bitrate scenarios. In this paper, we propose a Multi-Scale Graph Attention Network (MS-GAT) to remove the artifacts of point cloud attributes compressed by G-PCC. We first construct a graph based on point cloud geometry coordinates and then use the Chebyshev graph convolutions to extract features of point cloud attributes. Considering that one point may be correlated with points both near and far away from it, we propose a multi-scale scheme to capture the short- and long-range correlations between the current point and its neighboring and distant points. To address the problem that various points may have different degrees of artifacts caused by adaptive quantization, we introduce the quantization step per point as an extra input to the proposed network. We also incorporate a weighted graph attentional layer into the network to pay special attention to the points with more attribute artifacts. To the best of our knowledge, this is the first attribute artifacts removal method for G-PCC. We validate the effectiveness of our method over various point clouds. Objective comparison results show that our proposed method achieves an average of 9.74% BD-rate reduction compared with Predlift and 10.13% BD-rate reduction compared with RAHT. Subjective comparison results present that visual artifacts such as color shifting, blurring, and quantization noise are reduced.
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Cited by in corpus (4)
- High Efficiency Wiener Filter-based Point Cloud Quality Enhancement for MPEG G-PCC
- Saliency-Aware Spatio-Temporal Artifact Detection for Compressed Video Quality Assessment
- Fast graph-based denoising for point cloud color information
- RBFIM: Perceptual Quality Assessment for Compressed Point Clouds Using Radial Basis Function Interpolation