摘要
针对复动力系统的分形集合产生无规则数据的原理,介绍了一种在复数范围内进行迭代运算,将得到的复数序列进行编码,并利用此编码生成水印,然后在DCT域嵌入水印的算法。实验结果表明,该算法对诸如图像的二维中值滤波、锐化、马赛克、高斯噪声、JPEG压缩、剪切、喷洒颗粒、胶片颗粒、彩块化和增加其他水印等一些常见的图像处理都表现出了较好的健壮性。此项研究提供了一种保密性强的新型编码方式,并将其应用到了数字水印领域。
In view of principle which the Complex dynamic system creates the fractal set and this set has the non-regular data, introduced one algorithm which first calculating with iterative operation within the scope of complex number, then using the Complex number sequence to create the code, and making watermark with this code, finally inserting watermark in DCT Domain. The experimental result indicated that, this algorithm displayed the good toughness to some common image processing, such as the two--dimensional value filter, the peaking, the mosaic, the Gauss noise, the JPEG compression, cutting, sprayed the pellet, the film pellet, the color block and increases other watermarks and so on. This research has provided one secrecy strong new encoding method, and applied it in the digital watermark domain
出处
《电脑开发与应用》
2007年第10期33-35,38,共4页
Computer Development & Applications
基金
中南民族大学基金资助项目(YZQ06006)
关键词
分形
迭代
复动力系统
离散余弦变换
fractal
iterative
complex dynamical systems
separate cosine transformation