稠密形状对应的各向异性多尺度图卷积网络。

Mohammad Farazi, Wenhui Zhu, Zhangsihao Yang, Yalin Wang
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引用次数: 0

摘要

本文研究了三维密集形状对应,这是计算机视觉和图形学中一个关键的形状分析应用。我们介绍了一种新的混合几何深度学习模型,该模型学习几何上有意义和离散无关的特征。该框架以U-Net模型作为主要节点特征提取器,其次是连续的基于频谱的图卷积网络。为了创建一组不同的滤波器,我们使用各向异性小波基滤波器,对不同的方向和带通都很敏感。该滤波集克服了传统图神经网络常见的过平滑行为。为了进一步提高模型的性能,我们增加了一个函数,在完全连接层之前扰动最后一层的特征映射,迫使网络整体学习更多的判别特征。由此产生的对应图在基于平均测地线误差的基准数据集上显示了最先进的性能,并且对3D网格中的离散化具有优越的鲁棒性。我们的方法为密集形状对应的研究提供了新的见解和实用的解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Anisotropic Multi-Scale Graph Convolutional Network for Dense Shape Correspondence.

This paper studies 3D dense shape correspondence, a key shape analysis application in computer vision and graphics. We introduce a novel hybrid geometric deep learning-based model that learns geometrically meaningful and discretization-independent features. The proposed framework has a U-Net model as the primary node feature extractor, followed by a successive spectral-based graph convolutional network. To create a diverse set of filters, we use anisotropic wavelet basis filters, being sensitive to both different directions and band-passes. This filter set overcomes the common over-smoothing behavior of conventional graph neural networks. To further improve the model's performance, we add a function that perturbs the feature maps in the last layer ahead of fully connected layers, forcing the network to learn more discriminative features overall. The resulting correspondence maps show state-of-the-art performance on the benchmark datasets based on average geodesic errors and superior robustness to discretization in 3D meshes. Our approach provides new insights and practical solutions to the dense shape correspondence research.

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