用视角间关系增强扩散模型在稀疏视图下的3D重建效果
How to Use Diffusion Priors under Sparse Views?
- 利用视角间姿态关系作为视觉内联先验,修正生成分布
- 无需微调或预训练,实现更稳定的扩散模型优化
- 适合需要高质量稀疏视图3D重建的研究者
稀疏视图下的新视角合成是3D重建中的长期挑战。现有方法多依赖外部语义或深度先验来监督3D表示优化。然而,扩散模型作为可直接提供视觉监督的外部先验,在使用得分蒸馏采样(SDS)时表现不佳,原因在于稀疏视图的信息熵远低于文本,导致模式偏差引发优化困难。为此,我们从模式搜索视角深入分析了SDS,并提出内联先验引导得分匹配(IPSM),利用视点间姿态关系提供的视觉内联先验,修正渲染图像分布,并分解原始SDS优化目标,从而在无需微调或预训练的情况下提供有效扩散视觉引导。此外,我们还提出IPSM-Gaussian流程,以3D高斯溅射为骨干,基于IPSM补充深度与几何一致性正则化,进一步强化内联先验和修正后的分布。在多个公开数据集上的实验表明,该方法达到当前最优重建质量。代码已开源:https://github.com/iCVTEAM/IPSM。
原文摘要 · Abstract (English)
Novel view synthesis under sparse views has been a long-term important challenge in 3D reconstruction. Existing works mainly rely on introducing external semantic or depth priors to supervise the optimization of 3D representations. However, the diffusion model, as an external prior that can directly provide visual supervision, has always underperformed in sparse-view 3D reconstruction using Score Distillation Sampling (SDS) due to the low information entropy of sparse views compared to text, leading to optimization challenges caused by mode deviation. To this end, we present a thorough analysis of SDS from the mode-seeking perspective and propose Inline Prior Guided Score Matching (IPSM), which leverages visual inline priors provided by pose relationships between viewpoints to rectify the rendered image distribution and decomposes the original optimization objective of SDS, thereby offering effective diffusion visual guidance without any fine-tuning or pre-training. Furthermore, we propose the IPSM-Gaussian pipeline, which adopts 3D Gaussian Splatting as the backbone and supplements depth and geometry consistency regularization based on IPSM to further improve inline priors and rectified distribution. Experimental results on different public datasets show that our method achieves state-of-the-art reconstruction quality. The code is released at https://github.com/iCVTEAM/IPSM.
Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。