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A Symmetry Prior for Convex Variational 3D Reconstruction

机译:凸变分3D重构的对称先验

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We propose a novel prior for variational 3D reconstruction that favors symmetric solutions when dealing with noisy or incomplete data. We detect symmetries from incomplete data while explicitly handling unexplored areas to allow for plausible scene completions. The set of detected symmetries is then enforced on their respective support domain within a variational reconstruction framework. This formulation also handles multiple symmetries sharing the same support. The proposed approach is able to denoise and complete surface geometry and even hallucinate large scene parts. We demonstrate in several experiments the benefit of harnessing symmetries when regularizing a surface.
机译:我们提出了一种用于变分3D重建的新颖先验方法,该方法在处理嘈杂或不完整的数据时偏向于对称解决方案。我们从不完整的数据中检测对称性,同时显式处理未开发的区域,以实现合理的场景完成。然后,在变分重构框架内,将检测到的对称性集合强加于它们各自的支持域上。此公式还处理共享同一支撑的多个对称。所提出的方法能够消噪并完成表面几何形状,甚至幻化大型场景部分。我们在几个实验中证明了在对曲面进行正则化时利用对称性的好处。

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