摘要
针对灰阶信号载体,研究了高效数据嵌入方法。利用二元隐写编码和湿纸编码,对±1隐写提出了双层嵌入方法,证明了只要二元隐写码达到二元隐写的嵌入率上界,则对应的双层嵌入可达到±1隐写的嵌入率上界。进一步对±2隐写提出了三层嵌入方法,分析了三层嵌入与嵌入率理论上界的距离,分析结果表明,将双层嵌入和三层嵌入组合即可得到近似最优的±2隐写方法。
Efficient methods for embedding data in gray-scale signals are presented. By using binary steganographic codes and wet paper codes, a "double-layered" embedding scheme for ±1 steganography is proposed. It is proved out that the corresponding "double-layered" embedding can achieve the upper bound of ± 1 steganography if the bianry stego-code reaches the upper bound on embedding rate of binary steganography. A "triple-layered" embedding scheme for ± 2 steganography is presented. The distance between the "triple-layered" embedding and the upper bound is analysed. The results show that the near optimal embedding schemes for ± 2 steganography can be obtained by combining "double-layered" and "triple-layered" embedding methods.
出处
《南京理工大学学报》
CAS
CSCD
北大核心
2008年第2期209-213,共5页
Journal of Nanjing University of Science and Technology
基金
国家自然科学基金(60502039,60773039)
国家“863”计划基金(2007AA01Z477)
中国博士后科学基金(20070420096)
关键词
隐写码
矩阵编码
湿纸码
嵌入率
最大平均失真
steganographic codes
matrix coding
wet paper codes
embedding rate
maximum average distortion