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PRS-Net:用于3D模型的平面反射对称检测网络

PRS-Net: Planar Reflective Symmetry Detection Net for 3D Models.

作者信息

Gao Lin, Zhang Ling-Xiao, Meng Hsien-Yu, Ren Yi-Hui, Lai Yu-Kun, Kobbelt Leif

出版信息

IEEE Trans Vis Comput Graph. 2021 Jun;27(6):3007-3018. doi: 10.1109/TVCG.2020.3003823. Epub 2021 May 12.

Abstract

In geometry processing, symmetry is a universal type of high-level structural information of 3D models and benefits many geometry processing tasks including shape segmentation, alignment, matching, and completion. Thus it is an important problem to analyze various symmetry forms of 3D shapes. Planar reflective symmetry is the most fundamental one. Traditional methods based on spatial sampling can be time-consuming and may not be able to identify all the symmetry planes. In this article, we present a novel learning framework to automatically discover global planar reflective symmetry of a 3D shape. Our framework trains an unsupervised 3D convolutional neural network to extract global model features and then outputs possible global symmetry parameters, where input shapes are represented using voxels. We introduce a dedicated symmetry distance loss along with a regularization loss to avoid generating duplicated symmetry planes. Our network can also identify generalized cylinders by predicting their rotation axes. We further provide a method to remove invalid and duplicated planes and axes. We demonstrate that our method is able to produce reliable and accurate results. Our neural network based method is hundreds of times faster than the state-of-the-art methods, which are based on sampling. Our method is also robust even with noisy or incomplete input surfaces.

摘要

在几何处理中,对称性是三维模型中一种普遍存在的高级结构信息,对许多几何处理任务都有帮助,包括形状分割、对齐、匹配和补全。因此,分析三维形状的各种对称形式是一个重要问题。平面反射对称是最基本的一种。基于空间采样的传统方法可能耗时,且可能无法识别所有对称平面。在本文中,我们提出了一种新颖的学习框架,用于自动发现三维形状的全局平面反射对称。我们的框架训练一个无监督的三维卷积神经网络来提取全局模型特征,然后输出可能的全局对称参数,其中输入形状用体素表示。我们引入了一种专用的对称距离损失以及正则化损失,以避免生成重复的对称平面。我们的网络还可以通过预测旋转轴来识别广义圆柱体。我们进一步提供了一种方法来去除无效和重复的平面及轴。我们证明了我们的方法能够产生可靠且准确的结果。我们基于神经网络的方法比基于采样的现有方法快数百倍。即使输入表面有噪声或不完整,我们的方法也很稳健。

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