Please wait a minute...
Computer & Telecommunication  2016, Vol. 1 Issue (7): 5-8    DOI:
Current Issue | Archive | Adv Search |
Watermark Algorithm in DWT Domain Based on Fractal Theory and HVS
Zhang Bo,Wang Yuxin,Li Tianying,Yang Shuguo
School of Mathematics & Physics, Qingdao University of Science & Technology
Download:   PDF(0KB)
Export: BibTeX | EndNote (RIS)      
Abstract  In order to protect the copyright of the image, this paper proposes a kind of watermark algorithm in DWT domain based on fractal theory and HVS. Firstly, the original image is transformed via DWT and the wavelet coefficients are divided into isotropic wavelet trees, then the domain subtrees and range subtrees are constructed in isotropic wavelet trees. It will divide domain subtrees into embedded domain subtrees and non-embedded domain subtrees by fractal theory matching, then the watermark is added in the embedded domain subtrees. We only embed part of information of the image and use the HVS module to control the capacity of the embedded watermark, which maximizes the robustness when the watermark is not visible and achieves the blind watermark extraction.
Key wordswavelet transform      fractal      HVS      digital blind watermark      robustness     
Published: 13 November 2017
ZTFLH:  TP309.7  

Cite this article:

Zhang Bo, Wang Yuxin, Li Tianying, Yang Shuguo. Watermark Algorithm in DWT Domain Based on Fractal Theory and HVS. Computer & Telecommunication, 2016, 1(7): 5-8.

URL:

http://www.computertelecom.com.cn/EN/     OR     http://www.computertelecom.com.cn/EN/Y2016/V1/I7/5

[1] XU Yan, NIU Xiu-ling, SHI Fan. Image Encryption Algorithm Based on theWavelet and FRFT[J]. 电脑与电信, 2018, 1(1-2): 44-46.
[2] Li Qian, Zhuo Zhihai, Wang Yuduo. Blind DigitalWatermarking Algorithm Based on FRWT and QR Decomposition[J]. 电脑与电信, 2017, 1(7): 1-6.
[3] Yang Shuguo, Zhang Bo, Wang Yuxin, Li Tianying, Xue Mingyu. An Image Fractal Zero-watermark Algorithm in DWT Domain[J]. 电脑与电信, 2017, 1(4): 7-10.
[4] Xu Jinwei Li Canping. Research on Digital Image Fusion Based on Wavelet Transformation[J]. , 2011, 1(12): 0-0.
[5] Zhang Jun. Image Processing with Wavelet Transformation in MATLAB[J]. , 2011, 1(09): 0-0.
[6] Chen Ronggui  Fang Shaomei  Wang Xia. A Method Based on Region Homogeneity Measure for Image Denoising[J]. , 2011, 1(03): 0-0.
[7] Li Chunxiang Zhang Weimin Zhong Biliang. Research of Underwater Welding Arc Signal for the De-noising Processing Based on Wavlet Transform [J]. , 2010, 1(07): 0-0.
[8] Duan Jinfeng. Speech Endpoint Detection Method[J]. , 2009, 1(4): 91-92.
Copyright © Computer & Telecommunication, All Rights Reserved.
Powered by Beijing Magtech Co. Ltd