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一种3维模型的网格盲水印算法 被引量:2

A watermarking algorithm for 3D model triangular meshes
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摘要 3维模型的数字水印是数字水印研究的热点之一,鲁棒性、嵌入可读性水印和盲检测是3维模型数字水印的难点所在。从增强3维模型数字水印的鲁棒性出发,提出一种基于局部几何空间的3维模型数字水印算法,它以模型三角网格顶点在其一环邻居顶点为所确定的局部几何空间;通过改变顶点在局部几何空间中的位置来嵌入水印,并以调整其间的夹角来嵌入水印序列的索引,而调整顶点与圆心的距离来嵌入较高比特的二进制数值。本文算法在水印检测时,无需原始模型,且可抵抗平移、旋转、均匀缩放、顶点乱序、剪切及网格简化等攻击。实验结果表明,该水印算法具有很好的鲁棒性、可读水印的不可感知性和盲水印检测的优势。 Watermarking a 3D mode is one of the hot topics in digital watermark. The.most difficulties of the watermarking model 3D models are mainly on maintaining robustness, embedding readable watermark and blind detecting watermarks. In order to enhance the robustness, this paper proposed a local geometric space based watermarking algorithm for the triangular meshes of 3D models. It is defined as a local geometric space by selected vertex and close neighboring vertices of the triangular meshes in the 3D model, Then the watermarks are embedded through adjusting the position of the selected vertex within their related spaces. The parameter of the central angle is rectified for embedding an index of a series of watermark; The distance between vertex and the central point is rectified for embedding high bit of binary numerical value. The experimental results show that the algorithm guarantees the high performance of the watermark robustness such as translation, rotation, scaling, vertex permutation, model cropping and model simplification with this approach, embedded watermarks can be detected without the original model. And the results also present an evident superiority in non sentience of embedding readable watermark.
出处 《中国图象图形学报》 CSCD 北大核心 2011年第3期324-329,共6页 Journal of Image and Graphics
基金 国家自然科学基金项目(60842007) 广东省百项工程项目(2002B32101) 广东省重点引导项目(2004B32501001 2005B30801006)
关键词 3维模型数字水印 三角网格 局部几何空间 盲水印算法 digital watermarking for 3D model triangular mesh local geometric space blind detection algorithm
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参考文献17

  • 1喻志强,叶豪盛,赵荣椿,梁爽,夏晓清.稳健的三角形网格数字水印技术[J].计算机应用,2002,22(9):94-96. 被引量:29
  • 2Ohbuchi R, Masuda H, Aono M. Embedding data in 3D models [C]// Proceedings of the European Workshop on Interactive Distributed Multimedia Systems and Telecommunication Services' 97. Berlin:Springer, 1997:1-10.
  • 3Ohbuehi R, Masuda H, Aono M. Watermarking three-dimensional polygonal models [ C ]//Proceedings of the ACM International Conference on Multimedia' 97. Washington, DC, USA : ACM, 1997:261-272.
  • 4Yeung M, Yeo B L. Fragile watermarking of three-dimensional objects[C]// Proceedings of International Conference on Image Processing. Los Alamitos CA: IEEE Computer Society, 1998: 442-446.
  • 5Benedens O. Geometry-based watermarking of 3D models [ J]. IEEE Computer Graphics and Applications, 1999,19( 1 ) :46-55.
  • 6Benedens O. Two high capacity methods for embedding public watermarks into 3D polygonal models [ C ]//Proceedings of the Multimedia and Security-Workshop at ACM Multimedia. New York : ACM, 1999:95-99.
  • 7Benedens O. Watermarking of 3D-polygon-based models with robustness against mesh simplification [ C ]// Proceedings of SPIE: Security and Watermarking of Multimedia Contents. San Jose : SPIE, 1999:329-340.
  • 8Benedens O, Busch C. Towards blind detection of robust watermarks in polygonal models [J]. Eurographics, Blackwell Publishers, 2000,19 (3) : 199-208.
  • 9Kanai S, Date H, Kishinami T. Digital watermarking for 3D polygons using multi resolution wavelet decomposition [ C ]// Proceedings of International Workshop on Geometric Modeling. IFIP/WGS. 2/Geo-6 ' 98,1998:296-307.
  • 10Praun E, Hoppe H, Finkelstein A. Robust mesh watermarking [ C ]//Proceedings of SIGGRAPH. New York : ACM, 1999:69-76.

二级参考文献9

  • 1[1]Ryutarou O., Hiroshi M., Masaki A. Watermarking three-dimensional polygonal models through geometric and topological modifications[J].IEEE Journal on Selected Areas in Communication, 1998, 16(4):551-560.
  • 2[2]Oliver B. Geometry-based watermarking of 3D models[J]. IEEEComputer Graphics and Applications, 1999:46-55.
  • 3[3]Praun Yeung, Boon-Lock Yeo. Fragile watermarking of three-dimensional objects[J]. Proceeding of International Conference on Image Processing, vol.2. Los Angeles:IEEE ComputerSociety, 1998: 442-446.
  • 4[4]Emil P., Hugues H., Finkelstein Adam. Robust mesh watermarking[C]. SIGGRAPH′99 Proceedings. New York: ACM Press, 1999.325-334.
  • 5[5]KangKang Yin, Zhigeng Pan, Jiaoying Shi, David Zhang. Robust mesh watermarking based on multiresolution processing[J]. Computers & Graphics, 2001,25:409-420.
  • 6[6]Chen Y., Medioni G. Object modeling by registration of multiple range images[J]. Image and Vision Computing, 1992,10(3):145-155.
  • 7[7]Besl P.J., Mckay N.D. A method for registration of 3-d shapes[J]. IEEE Transactions on Pattern Analysis and Machine Intelligence, 1992,14(2):239-256.
  • 8[8]Faugeras O.D. The representation,recognition, and locating of 3-d objects[J]. International Journal on Robotic Research,1986,5(3):27-52.
  • 9[9]Stan Melax. A Simple, Fast, and Effective Polygon ReductionAlgorithm[J]. Game Developer, 1998, 11: 44-49.

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