Recovering high quality surfaces from noisy point clouds, known as point cloud denoising, is a fundamental yet challenging problem in geometry processing. Most of the existing methods either directly denoise the noisy input or filter raw normals followed by updating point positions. Motivated by the essential interplay between point cloud denoising and normal filtering, we revisit point cloud denoising from a multitask perspective, and propose an end-to-end network, named PCDNF, to denoise point clouds via joint normal filtering. In particular, we introduce an auxiliary normal filtering task to help the overall network remove noise more effectively while preserving geometric features more accurately. In addition to the overall architecture, our network has two novel modules. On one hand, to improve noise removal performance, we design a shape-aware selector to construct the latent tangent space representation of the specific point by comprehensively considering the learned point and normal features and geometry priors. On the other hand, point features are more suitable for describing geometric details, and normal features are more conducive for representing geometric structures (e.g., sharp edges and corners). Combining point and normal features allows us to overcome their weaknesses. Thus, we design a feature refinement module to fuse point and normal features for better recovering geometric information. Extensive evaluations, comparisons, and ablation studies demonstrate that the proposed method outperforms state-of-the-arts for both point cloud denoising and normal filtering.
翻译:从噪音点云层(称为点云分解)中回收高质量的高质表面,是几何处理中一个根本性但具有挑战性的问题。大多数现有方法要么直接淡化噪音输入或过滤原始正常,然后更新点位置。受点云分解和正常过滤之间重要相互作用的驱动,我们从多任务角度重新审视云分解,并提议一个端到端的网络(称为PCDNF),通过共同的正常过滤来描述点云。特别是,我们引入一个辅助性正常过滤任务,帮助整个网络更有效地消除噪音,同时更准确地保留几何特征。除了总体结构外,我们的网络有两个新模块。一方面,为了改进清除噪音的性能,我们设计了一个有形状觉的选择器,通过全面考虑所学的点和正常特征以及以前的几何测量方法来构建具体点的潜在相色空间。另一方面,点的对比功能更适合于描述几何细节,正常特征更有利于代表几何结构(例如,精确的边缘和角落)。这样,正常的比对正常的比值和深度的比值进行更精确的比值研究,从而克服了正常的比值,让我们克服了正常的比值和深度的比值模型的比值,从而克服了它们的比值模型的比值,让我们可以克服了它们的比值和深度的比值模型的比值。