EAAI Journal 2026 Journal Article
Diffusion-based lossy geometry compression for three dimensional point clouds
- Haibo Zhang
- Haoran Sun
- Qicheng Wang
- Xiao Cai
- Xiao Wu
- Mingquan Zhou
- Guohua Geng
Point Clouds (PCs) serve as a crucial data representation for three dimensional (3D) spatial information. However, voxelizing Point Cloud (PC) models can lead to the loss of geometric structure information and an increase in computational complexity. Therefore, directly compressing the points of the PC model is often a more effective compression strategy. This paper proposes a diffusion-based lossy Point Cloud Compression (PCC) network that directly compresses the points of the PC model, thereby avoiding the information loss caused by voxelization and improving the quality of the reconstructed model. The proposed compression network is based on an AutoEncoder (AE) architecture, incorporating a multi-scale feature extraction module during the compression stage. The first channel of the module combines PointNet and Inception-ResNet (IRN) modules to extract more compact and efficient PC features, while the second one employs Sparse Convolution to optimize the storage representation, effectively capturing both geometric and semantic information. This process is essential for subsequent decompression and reconstruction phases. During the decoding stage, a diffusion-based generator utilizes shape latent variables as prior conditions to stochastically denoise the PC, generating a higher-quality reconstructed model. To further enhance the quality of the reconstructed surface model, the Chamfer Distance (CD) is integrated into the loss function to measure the geometric similarity between the original and reconstructed PC models. Experiments are conducted using ten models obtained from three different datasets. Experimental results demonstrate that the proposed method outperforms the latest Geometry-Point Cloud Compression (G-PCC) in terms of objective evaluation metrics, and achieves lower geometric information loss compared to other point-based compression networks.