A hybrid steganography technique based on RR, AQVD, and QVC

R. Sonar, Gandharba Swain
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引用次数: 8

Abstract

ABSTRACT Pixel value differencing (PVD) steganography techniques suffer with “fall off boundary problem ,” and adaptive PVD (APVD) steganography techniques suffer with “unused blocks” problem. To avoid these problems, this research article describes a new steganography technique based on remainder replacement (RR), adaptive quotient value differencing (AQVD), and quotient value correlation (QVC). It performs embedding and extraction operation on 3-by-3 disjoint pixel blocks. From the 3-by-3 size pixel block two new blocks are derived: (i) the remainder block and (ii) the quotient block. Each remainder in 3-by-3 remainder block is decimal equivalent of two binary bits, so it is substituted by decimal equivalent of two secret bits. Each quotient in 3-by-3 quotient block is decimal equivalent of six binary bits. AQVD procedure is used to conceal data in four corner quotients of the quotient block. In three quotients of the middle row of the 3-by-3 quotient block, QVC embedding procedure is applied to hide the secret bits. The average hiding capacity is 3.21 bits per byte and the average peak signal-to-noise ratio is 35.27dB. Furthermore, regular-singular and pixel difference histogram attacks could not detect this technique.
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基于RR、AQVD和QVC的混合隐写技术
像素值差分(PVD)隐写技术存在“边界脱落问题”,而自适应PVD (APVD)隐写技术存在“未使用块”问题。为了避免这些问题,本文提出了一种基于余数替换(RR)、自适应商值差分(AQVD)和商值相关(QVC)的隐写技术。它对3 × 3不相交的像素块进行嵌入和提取操作。从3 × 3大小的像素块派生出两个新的块:(i)余数块和(ii)商块。3 × 3余数块中的每个余数都是两个二进制位的十进制等价物,因此用两个秘密位的十进制等价物代替。3 × 3商块中的每个商是六个二进制位的十进制等价物。采用AQVD方法隐藏商块四角商中的数据。在3 × 3商块中间行的三个商中,采用QVC嵌入程序隐藏秘密位。平均隐藏容量为3.21比特/字节,平均峰值信噪比为35.27dB。此外,正则奇异和像素差直方图攻击无法检测到该技术。
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