期刊文献+

一种强鲁棒性的图像数字水印算法的设计 被引量:2

A Strong Robust Image Watermarking Algorithm Design
在线阅读 下载PDF
导出
摘要 针对当前图像水印的研究现状和存在的问题,提出了一种基于离散小波变换域的数字水印算法。该算法选择在原始图像小波变换的中、低频子带嵌入水印,提高了水印的容量和不可见性。并结合人类视觉系统模型,实现了水印的强鲁棒性。对所提出的算法进行了大量的实验及性能分析。实验结果表明,该算法对常见的图像攻击如JPEG压缩、加噪、剪切等具有较强的鲁棒性,同时也很好地保证了水印的不可见性。 Aiming at the current image watermark research status and existing problems,the article proposes a digital watermarking algorithm based on the discrete wavelet transform.By choosing low and middle sub band of the wavelet packet decomposition of the original image to embed the watermark,the algorithm increases the capacity of the watermark and improves the imperceptibility.With the combination of HVS model,the robustness of watermark is achieved.Quantities of experiment data show that the algorithm has good robustness on image attacks,such as JPEG compression,noise,cropping,and etc,and at the same time the imperceptibility of watermark can be guaranteed.
作者 石红梅
出处 《常州信息职业技术学院学报》 2011年第3期36-39,共4页 Journal of Changzhou College of Information Technology
关键词 数字水印 鲁棒性 攻击测试 digital watermark robustness attack test
作者简介 作者简介:石红梅(1982-),女,助教,从事研究方向:信息隐藏
  • 相关文献

参考文献1

二级参考文献5

  • 1Ingemar J Cox, Matt L Miller. The First 50 Years of Electronic Watermarking [ J ]. Journal of Applied Signal Processing, 2002, 2 ( 14 ) : 126 - 132.
  • 2N. Nikolaidis, I. Pitas. Robust image watermarking in the spatial domain [ J ]. Signal Processing 1998,66(3 ) :385 -403.
  • 3岳岩.基于文档图像特征的数字水印算法[D].山东:山东师范大学,2008.
  • 4刘瑞祯,谭铁牛.数字图像水印研究综述[J].通信学报,2000,21(8):39-48. 被引量:164
  • 5贾英江,傅孝忠,于鑫.数字文档的数字水印[J].小型微型计算机系统,2000,21(10):1067-1068. 被引量:37

共引文献1

同被引文献18

  • 1F.Zernike.Beugungstheorie des schneidenver-fahrens und seiner verbesserten form,der phasenkon-trastmethode[J].Physica,1934(1):689-704.
  • 2A.B.Bhatia,and E.Wolf.On the circle polynomials of Zernik,e and related orthogonal sets[J].Mathematical Proceedings of the Cambridge Philosophical Society,1954(50):40-48.
  • 3Y.Sheng,and L.Shen.Orthogonal FourierCMellin moments for invariant pattern recognition[J].Journal of the Optical Society of America,1994(11):1748-1757.
  • 4G.Amu,S.Hasi,X.Yang,and Z.Ping.Image analysis by pseudo-Jacobi (p =4,q =3) Fourier moments[J].Applied Optics,2004(43):2093-2101.
  • 5P.-T.Yap,X.Jiang,and A.C.Kot.Two-dimensional polar harmonic transforms for invant image representation[J].IEEE Trans.Pattern Anal Mach.Intell,2010(32):1259-1270.
  • 6T.V.Hoang,and S.Tabbone.Generic polar harmonic transforms for invariant image description[C].Proc.of the 18th IEEE International Conference on Image Processing,Brussels,Belgium,2011:845-848.
  • 7C.Singh,and R.Upneja.Accuracy and numerical stability of high-order polar harmonic transforms[J].2012 (6):617-626.
  • 8Z.Yang,and S.Kamata.Fast polar harmonic transforms,Proc.of the 11th Int.Conf.on Control,Automation[J].2010:673-677.
  • 9Y.Wo,and J.Xu.Accurate and Fast Harmonic Transform of Polar Coordinates[J].Journal of South China University of Technology (Natural Science Edition),2012(40):23-29.
  • 10T.V.Hoang,and S.Tabbone.Generic polar harmonic transforms for invariant image representation,Image and Vision Computing[J].2014(32):497-509.

引证文献2

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部