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arXiv 2408.16544cs.CV

Spurfies:使用局部几何先验的稀疏表面重建

Spurfies: Sparse Surface Reconstruction using Local Geometry Priors

Max Planck Institute for Informatics(马克斯·普朗克信息学研究所);Saarland University(萨尔大学)

Kevin Raj, Christopher Wewer, Raza Yunus, Eddy Ilg, Jan Eric Lenssen

AI总结:

提出稀疏视图表面重建方法 Spurfies,通过解耦几何与外观并利用合成数据训练的局部几何先验作为约束,在表面质量上超越现有技术35%且支持大场景。

摘要:

我们引入了 Spurfies,一种用于稀疏视图表面重建的新方法,该方法解耦外观和几何信息,以利用在合成数据上训练的局部几何先验。最近的研究主要集中在使用密集多视图设置的 3D 重建上,通常需要数百张图像。然而,这些方法在少视图场景中往往表现不佳。现有的稀疏视图重建技术通常依赖于多视图立体网络,这些网络需要从大量数据中学习几何和外观的联合先验。相比之下,我们引入了一种解耦几何和外观的神经点表示,仅使用合成 ShapeNet 数据集的一个子集来训练局部几何先验。在推理过程中,我们利用该表面先验作为额外约束,通过可微体渲染从稀疏输入视图进行表面和外观重建,从而限制了可能解的空间。我们在 DTU 数据集上验证了方法的有效性,并证明其在表面质量上比以前的最先进方法高出 35%,同时实现了具有竞争力的新视图合成质量。此外,与以前的工作相比,我们的方法可以应用于更大的无界场景,例如 Mip-NeRF 360。

英文摘要:

We introduce Spurfies, a novel method for sparse-view surface reconstruction that disentangles appearance and geometry information to utilize local geometry priors trained on synthetic data. Recent research heavily focuses on 3D reconstruction using dense multi-view setups, typically requiring hundreds of images. However, these methods often struggle with few-view scenarios. Existing sparse-view reconstruction techniques often rely on multi-view stereo networks that need to learn joint priors for geometry and appearance from a large amount of data. In contrast, we introduce a neural point representation that disentangles geometry and appearance to train a local geometry prior using a subset of the synthetic ShapeNet dataset only. During inference, we utilize this surface prior as additional constraint for surface and appearance reconstruction from sparse input views via differentiable volume rendering, restricting the space of possible solutions. We validate the effectiveness of our method on the DTU dataset and demonstrate that it outperforms previous state of the art by 35% in surface quality while achieving competitive novel view synthesis quality. Moreover, in contrast to previous works, our method can be applied to larger, unbounded scenes, such as Mip-NeRF 360.

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