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基于视觉显著性和置乱技术的小波域鲁棒性水印算法 被引量:1

A Robust Digital Watermarking Algorithm in Wavelet Domain Using Visual Saliency and Scrambling Technique
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摘要 用于版权认证的数字水印技术应满足安全性、鲁棒性和不可见性。为满足此三方面的要求,提出了一种基于视觉显著性和置乱技术的小波域鲁棒性水印算法。算法利用Arnold变换实现水印图像的置乱处理,通过小波空频分解,根据计算载体小波系数显著性指标确定水印的嵌入强度,最后进行小波系数融合嵌入。实验结果表明,文中算法能够抵抗常见攻击手段,具有较高的安全性、鲁棒性和不可见性。 The digital watermarking technology for copyright authentication should meet the requirements of security, robustness and invisibility. Thus, a robust digital watermarking algorithm in wavelet domain using Visual Saliency and Scrambling Technique is proposed. The algorithm, using arnold transform, implements the scramble processing of the watermark image. After space frequency wavelet decomposition, according to the saliency of wavelet coefficients of the carrier, the embedded watermark strength is determined. Finally, wavelet coefficients is fusion-embedded. Experimental results show that this algorithm can resist common means of attack and is of high security, robustness and invisibility.
出处 《通信技术》 2008年第4期50-52,共3页 Communications Technology
关键词 数字水印 ARNOLD变换 小波变换 鲁棒性 digital watermarking arnold transform discrete wavelet transform robust
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二级参考文献55

  • 1张家树,田蕾.一种新的基于密钥的混沌数字水印方法[J].通信学报,2004,25(8):96-101. 被引量:15
  • 2Hartung F,SPIE,1999年,3657页
  • 3Su J K,SPIE,1999年,3657页
  • 4Hsu C T,IEEE Trans Image Processing,1999年,8卷,1期,58页
  • 5Zeng W,IEEE Trans Image Processing,1999年,8卷,11期,1534页
  • 6Zeng W,Proc of ICISAS’98,1998年,223页
  • 7Liu R Z,Proc of ICSP’98,1998年,944页
  • 8Zhao J,Commun ACM,1998年,41卷,7期,67页
  • 9Podilchuk C,IEEE J Selected Areas Commun,1998年,16卷,4期,525页
  • 10Swanson M D,IEEE J Selected Areas Commun,1998年,16卷,4期,540页

共引文献293

同被引文献5

  • 1Clarke R J.Transform coding of images[M].UK:Academic Press,1985:19-31,87-90.
  • 2Cheng Q,Huang T S.Robust optimum detection of transform domain multiplicative watermarks[J].IEEE Trans on Signal Processing,2003,51(4):906-924.
  • 3Papoulis A S,Pillai U.Probability,random variables,and stochastic processes[M].Boston:McGraw-Hill,2002.
  • 4Bami M,Bartolini F,De Rose A,et al.A new decoder for the optimum recovery of non-addidve watermarks[J].IEEE Trans on Image Processing,2001,10(5):755-765.
  • 5Cheng Q,Huang T S.Robust optimum detection of transform domain muhiplicative watermarks[J].IEEE Trans on Signal Processing,2003,51(4):906-924.

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