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基于混沌序列的多重数字图像水印算法
引用本文:纪震,肖薇薇,王建华,张基宏.基于混沌序列的多重数字图像水印算法[J].计算机学报,2003,26(11):1555-1561.
作者姓名:纪震  肖薇薇  王建华  张基宏
作者单位:深圳大学信息工程学院,深圳,518060
基金项目:国家自然科学基金 ( 60 172 0 65 ),广东省“千、百、十”工程优秀人才基金资助
摘    要:采用一维混沌映射,根据不同的混沌初始条件生成多个互不相关的混沌实值序列,进而得到性能良好的多重数字图像水印信号,有效地解决了多重数字图像水印信号的构造问题.同时采用二维混沌映射将各水印信号置乱,随机均匀地叠加在图像小波变换的中低频系数上,各水印信号的嵌入和提取可以互不干扰,解决了多重数字图像水印的嵌入问题.实验结果表明,该算法对各种常见的攻击均具备了一定的抵抗能力,可有效地解决数字图像产品的多著作权问题.

关 键 词:混沌序列  多重数字图像水印算法  小波变换  图像处理  版权保护
修稿时间:2002年1月22日

A Multiple Watermarking Algorithm for Digital Image Based on Chaotic Sequences
JI Zhen,XIAO Wei-Wei,WANG Jian-Hua,ZHANG Ji-Hong.A Multiple Watermarking Algorithm for Digital Image Based on Chaotic Sequences[J].Chinese Journal of Computers,2003,26(11):1555-1561.
Authors:JI Zhen  XIAO Wei-Wei  WANG Jian-Hua  ZHANG Ji-Hong
Abstract:A multiple watermarking algorithm for digital image based on chaotic sequences is proposed. The massive and independent digital watermark signals are generated through 1-D chaotic maps, which are determined by different initial conditions and parameters. The construction of massive digital watermarks is effectively resolved through this chaotic digital watermark signals. Multiple watermarking algorithm is more complex than the single watermarking algorithm in the embedding method. Each watermark is added to the middle frequency coefficients of wavelet domain randomly by exploiting 2-D chaotic system, so that the embedding and extracting of each watermark don't disturb with each other. The watermarks can be protected to be removed malevolently if the parameters of 2-D chaotic system are considered as the key to embedding procedure. Therefore the performance of security is improved. The capacity of the multiple watermarks is also analyzed in this paper. The experimental results demonstrate that this proposed watermarking algorithm is robust against many common attacks and can resolve the problems of multi-copyright claim and the tracing of digital image products in the different phase of publishing, selling and using.
Keywords:multiple digital watermarking  chaotic sequence  2-D chaotic map  wavelet transform  
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