Treffer: GC-HG Gaussian Splatting Single-View 3D Reconstruction Method Based on Depth Prior and Pseudo-Triplane.

Title:
GC-HG Gaussian Splatting Single-View 3D Reconstruction Method Based on Depth Prior and Pseudo-Triplane.
Authors:
Gong, Hua1,2 (AUTHOR) orinka.wang@stu.sylu.edu.cn, Wang, Peide1,2 (AUTHOR), Ma, Yuanjing1,2,3 (AUTHOR) gonghua@sylu.edu.cn, Zhang, Yong1,3 (AUTHOR)
Source:
Algorithms. Dec2025, Vol. 18 Issue 12, p761. 23p.
Database:
Academic Search Index

Weitere Informationen

3D Gaussian Splatting (3DGS) is a multi-view 3D reconstruction method that relies solely on image loss for supervision, lacking explicit constraints on the geometric consistency of the rendering model. It uses a multi-view scene-by-scene training paradigm, which limits generalization to unknown scenes in the case of single-view limited input. To address these issues, this paper proposes a Geometric Consistency-High Generalization (GC-HG), a single-view 3DGS reconstruction framework integrating depth prior and a pseudo-triplane. First, we utilize the VGGT 3D geometry pre-trained model to derive depth prior, back-projecting them into point clouds to construct a dual-modal input alongside the image. Second, we introduce a pseudo-triplane mechanism with a learnable Z-plane token for feature decoupling and pseudo-triplane feature fusion, thereby enhancing geometry perception and consistency. Finally, we integrate a parent–child hierarchical Gaussian renderer into the feed-forward 3DGS framework, combining depth and 3D offsets to model depth and geometry information, while mapping parent and child Gaussians into a linear structure through an MLP. Evaluations on the RealEstate10K dataset validate our approach, demonstrating improvements in geometric modeling and generalization for single-view reconstruction. Our method improves Peak Signal-to-Noise Ratio (PSNR), Structural Similarity Index (SSIM), and Learned Perceptual Image Patch Similarity (LPIPS) metrics, demonstrating its advantages in geometric consistency modeling and cross-scene generalization. [ABSTRACT FROM AUTHOR]