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一种基于混沌序列定位的跳频盲水印算法 被引量:1

A Frequency-Hopping Blind Watermarking Algorithm Based on Chaotic Sequence Locating
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摘要 对基于混沌序列定位的跳频盲水印算法进行了研究.采用跳频技术,利用描述图像自身特征的分形维数对图像块进行分类.根据图像块的种类决定水印嵌入的频带,将图像块的分类信息和一维混沌映射的初始条件作为密钥,由产生的混沌序列确定水印在频带中嵌入的位置,再通过系数关系比较的方法嵌入水印信息.实验结果表明,该算法在满足水印透明性的同时,水印信息在噪声干扰、图像处理、图像压缩及各种人为恶意攻击条件下具有很好的鲁棒性.采用跳频技术和混沌序列定位增强了该算法的安全性. A frequency-hopping blind watermarking algorithm based on chaotic sequence locating is studied. The fractal dimension (FD) to describe the image's character was used to classify the image' s blocks. Different frequency-hopping bands to embed watermark were chosen according to the very FD classifications. The exact position to embed watermarks in the chosen band were determined by the classification and the chaotic sequence, as the output of one-dimensional chaotic map. The classification and the initial values of the chaotic sequence were saved as the secret key. The watermark information was embedded by the relationship of the coefficients. With favorable transparency, simulation showed that the algorithm had a good robustness against noise, image processing, image compression, and malicious attacks. Adoption of chaotic sequences enhanced the security capability.
作者 高飞 张辉
出处 《北京理工大学学报》 EI CAS CSCD 北大核心 2007年第8期709-712,717,共5页 Transactions of Beijing Institute of Technology
基金 国家部委基金资助项目(10405020103)
关键词 盲水印 跳频 混沌序列 离散余弦变换 blind watermarking frequency-hopping chaotic sequence discrete cosine transform
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  • 1苏中民,林行良.图视秘密的任意分存[J].计算机学报,1996,19(4):293-299. 被引量:26
  • 2樊国良,Proc ICSP’96,1996年
  • 3樊国良,硕士学位论文,1996年
  • 4韩津生,通信学报,1995年,16卷,2期
  • 5Cox J,Kilian J.Secure spread spectrum water-marking for multimedia[J].IEEE Trans on Image Processing,1997,6(12):1673-1687.
  • 6Wang Yupin,Chen Meijuan.Robust image watermark with wavelet transform and spread spectrum techniques[C]∥Proceedings Signals,Systems and Computers Conference.Asilomar:[s.n.],2000.
  • 7Joseph J K,Dowling W J.Rotation,scale and translation invariant spread spectrum digital image watermarking[J].Signal Processing,1998,66(3):303-317.
  • 8Xin Yongqing,Pawlak M.Multibit data hiding based on CDMA[C]∥Proceedings Electrical and Computer Engineering Conference,Canada:[s.n.],2004.
  • 9Kang Xiangui,Huang Jiwu,Shi Yunqi,et al.A DWT-DFT composite watermarking scheme robust to both affine transform and JPEG compression[J].IEEE Transactions on Circuits and Systems for Video Technology,2003,13:776-786.
  • 10Hsieh Mingshing,Tseng Dinchang.Hiding digital watermarks using multiresolution wavelet transform[J].IEEE Transactions on Industrial Electronics 2001,48:875-882.

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  • 1范延军,孙燮华,阎晓东,郑林涛.一种基于混合混沌序列的图像置乱加密算法[J].中国图象图形学报,2006,11(3):387-393. 被引量:32
  • 2Lu W, Lu H T, Chung F L. Feature Based Watermarking Using Watermark Template Match[ J]. Applied Mathemat- ics and Computation, 2006, 177(1) : 377-386.
  • 3Xiang H, Wang L D, Lin H, Shi J Y. Digital Watermark- ing System with Chaotic Sequences [ C ]. Proceedings of SPIE Conference on Security and Watermarking of Multi- media Contents, 1999 : 449-457.
  • 4吴翊,李超,罗建书,戴清平.应用数学基础[M].北京:高等教育出版社,2005:167-172.
  • 5Sun R, Sun H, Yao T R. A SVD And Quantization Based Semi-fragile Watermarking Technique for Image Authenti- cation [ C ]. IEEE Conference on Signal Processing, 2002, 2 : 1592-1595.
  • 6Schmitz R. Use of Chaotic Dynamical Systems in Cryptog- raphy[ J]. Journal of the Franklin Institute, 2001: 429- 441.
  • 7Matthews R. On The Derivation of A Chaotic Eneryption Algorithm[J]. Cryptologia, 1989, 8(1 ): 29-41.
  • 8Chung K L, Shen C H, Chang L C. A Novel SVD And VQ Based Image Hiding Scheme[ J]. Pattern Recognition Let- ters, 2001, 22(9): 1051-1058.
  • 9Chung K L, Yang W N, Huang Y H, Wu S T, Hsu Y C. On SVD-based Watermarking Algorithm [ J ]. Applied Mathematics and Computation, 2007, 188(1) : 54-57.
  • 10Ahmad A M, Ali A, Sameer S. An Improved SVD-based Watermarking Scheme for Protecting Rightful Ownership [J]. Signal Processing, 2008, 88(9) : 2158-2180.

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