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Spectral Watermarking for Parameterized Surfaces

机译:参数化曲面的光谱水印

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摘要

This paper presents a blind spectral two-way watermarking framework for 3-D models with parametric information. We introduce a spectral geometric watermarking technique based on Dirichlet Manifold Harmonic Transform to alter the geometric shape, while the spectral basis functions are computed from the parametric mesh as the analysis domain. This new geometric method embeds watermarks into small surface patches without introducing discontinuity across the patch boundary, while at the same time is robust against various spatial attacks. By manipulating part of the geometric shape on the intermediate model instead of the original model, this method gains robustness against connectivity changing and cropping attacks. By combining the new geometric method with the existing texture method into the two-way watermarking framework, we can withstand various attacks applied to either geometric mesh or parametric information. Theoretical analysis and experiments show that this new geometric method is robust against the majority of attacks and the two-way watermarking framework helps achieve better robustness.
机译:本文提出了一种带有参数信息的3-D模型的盲频谱双向水印框架。我们介绍了一种基于Dirichlet流形谐波变换的光谱几何水印技术,以改变几何形状,同时从参数网格作为分析域计算光谱基函数。这种新的几何方法将水印嵌入到小的表面斑块中,而不会在斑块边界上引入不连续性,同时还可以抵抗各种空间攻击。通过在中间模型而非原始模型上操纵部分几何形状,此方法获得了针对连接性更改和裁剪攻击的鲁棒性。通过将新的几何方法与现有的纹理方法结合到双向水印框架中,我们可以抵御应用于几何网格或参数信息的各种攻击。理论分析和实验表明,这种新的几何方法对大多数攻击具有鲁棒性,双向水印框架有助于实现更好的鲁棒性。

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