|Table of Contents|

A Reversible Watermarking Algorithm Based on HistogramShifting and Local Complexity(PDF)

《南京师大学报(自然科学版)》[ISSN:1001-4616/CN:32-1239/N]

Issue:
2016年03期
Page:
33-
Research Field:
·特约稿·
Publishing date:

Info

Title:
A Reversible Watermarking Algorithm Based on HistogramShifting and Local Complexity
Author(s):
Wu WanqinRuan WenhuiHe Yuanxiang
School of Digital Media,Lanzhou University of Arts and Science,Lanzhou 730000,China
Keywords:
reversible watermarkinglocal complexityembedding capacitypixel value
PACS:
TP309,TN911
DOI:
10.3969/j.issn.1001-4616.2016.03.006
Abstract:
This paper proposed a reversible watermarking algorithm based on histogram shifting and local complexity in view of the existing problem?of image?distortion for high?capacity?watermarking algorithms. ?In order to obtain?high quality image,this paper classified the cover image block into smooth blocks or complex blocks based on a local complexity function. Then,the smooth block embedded watermark information,?complex?blocks?remained unchanged to increase embedding capacity and enhance image quality. The experimental results show that?compared with other similar algorithms,?this algorithm has?better image?quality and high?embedding capacity.

References:

[1] HONSINGER C W,JONES P,PABANI M,et al. Lossless recovery of an original image containing embedded data:77102/E-C[P]. 1998-11-10.
[2] TIAN J. Reversible data embedding using a differrence expension[J]. IEEE Trans Circuits Syst Video Technol,2003,13(8):890-896.
[3] LATTER A M. Reversible watermark using the difference expansion of a generalized integer transform[J]. IEEE Trans on Image Processing,2004,32(8):1 147-1 156.
[4] COLUCE,CHASSERY J M. Very fast watermarking by reversible contrast mapping[J]. IEEE signal process letter,2007,14(4):255-258.
[5] CELIK M U,SHARMA G,TEKALP A M,et al. Lossless generalized LSB data embedding[J]. IEEE transactions on image processing,2005,14(2):253-266.
[6] 郭志川,程义民,王以孝,等. 一种无损的隐秘传输方法与仿真[J]. 系统仿真学报,2006,18(6):1 638-1 642.
[7] THODI D M,RODRIGUEZ J J. Expansion embedding techniques for reversible watermarking[J]. IEEE transactions on image processing 2007,16(3):721-30.
[8] JIN H L,FUJIYOSHI M,KIYA H. Lossless data hiding in the spatial domain for high quality images[J]. IEICE transactions on fundamentals of electronics,communications and computer sciences,2007,E90-A(4):771-777.
[9] WANG X T,CHANG C C,NGUYEN T S,et al. Reversible date hiding for quality images exploiting interpolation and direction order mechanism[J]. Digital signal processing,2013,23(2):569-577.
[10] WANG K H,LIU Q,CHEN L. Hierarchical reversible data hiding based on statistical information:preventing embedding unbalance[J]. Signal processing,2012,92:2 888-2 900.
[11] 王俊祥,倪江群,潘金伟. 一种基于直方图平移的高性能可逆水印算法[J]. 自动化学报,2012,38(1):88-96.
[12] ZHAO Z F,LUO H,LU ZM,et al. Reversible data hiding based on multilevel histogram modification and sequential recovery[J]. International journal of electronics and communications,2011,65(10):814-826.
[13] WU X Y. Reversible semi-fragile watermarking based on histogram shifting of integer wavelet coefficients[C]//Proceedings of the Digital Ecosystems and Technologies Conference,Cairns,Australia:IEEE,2007:501-505.
[14] LIN C C,TAI W L,CHANG C C. Multilevel reversible date hiding based on histogram modification of difference images[J]. Pattern recognition,2008,41(12):3 582-3 591.
[15] HWANG J,KIM J,CHOI J. A reversible watermarking based on histogram shifting[C]//Proceedings of the International WorkShop on Digital Watermarking,Jeju Island,Korea:Springer,2006:348-361.

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Last Update: 2016-09-30