一种基于密钥置换和熵分析的高容量可逆数据隐藏加密方案

Harshad Dhane, Palak Agarwal, V. Manikandan
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引用次数: 1

摘要

通过加密进行可逆数据隐藏(RDTE)方案将原始图像和一串比特作为输入,并生成加密图像作为输出。加密后的图像可以安全地通过网络传输,授权的接收者可以在恢复实际图像的同时取出隐藏的细节。本文提出了一种新的RDTE方案,该方案具有良好的嵌入率,并且在原始图像的恢复过程中不存在任何问题。我们使用了著名的RC4伪随机生成器进行图像加密,并在分块图像加密过程中执行了数据隐藏。在该方案中,原始图像被视为大小为B × B像素的非重叠块,这些块将使用伪随机整数序列进行加密。在RDTE过程中,将生成加密密钥K的所有可能的唯一排列,例如(K0, K1,…,KN)。此外,发送方将能够从集合{0,1,…,N}中嵌入一个整数值到选定的图像块中。选定的块将使用伪随机整数序列进行加密,使用密钥KQ将整数Q嵌入在所选块中。该方案倾向于选择具有唯一字符且长度足够的密钥,以保证最大的嵌入容量。在尝试解密后,通过分析每个块的熵值来进行消息提取和图像恢复。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel High Capacity Reversible Data Hiding through Encryption Scheme by Permuting Encryption Key and Entropy Analysis
A Reversible data hiding through encryption (RDTE) scheme will consider an original image and a sequence of bits as the input and generate an encrypted image as the output. This encrypted image will be able to transmit through the network securely, and the authorized receiver can take out the hidden details along with the restoration of the actual image. This paper proposes a new RDTE scheme with a good rate of embedding without any issues during the restoration of the original image. We have used the well-known RC4 pseudo-random generator for the image encryption, and we performed data hiding during block-wise image encryption. In the proposed scheme, the original image is considered as non-overlapping blocks of size B × B pixels, and these blocks will be encrypted using a sequence of pseudo-random integers. During the RDTE process, all the possible unique permutations of the encryption key, K, will be generated, say (K0, K1,…, KN). Further, the sender will be capable of embedding one integer value from the set {0, 1,…, N} in a selected image block. A selected block will be encrypted using the pseudo-random sequence of integers using the key KQ to embed the integer Q in the selected block. The proposed scheme prefers to select keys with unique characters with sufficient length to ensure the maximum embedding capacity. The message extraction and image restoration are performed by analyzing the entropy measure from each block after attempting the decryption.
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