A new image encryption scheme based on a hyperchaotic system & multi specific S-boxes

A. H. Brahim, A. Ali-Pacha, N. Hadj-Said
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引用次数: 14

Abstract

ABSTRACT This paper studies a new image encryption scheme based on a hyperchaotic system & multi-specific S-boxes. First, the hyperchaotic system generates a sequence that is used to create a specific S-box. The S-box is obtained by sorting the values of the sequence of hyperchaotics of increasing sort, and then taking their index as a new sequence to create the S-box. The number of specific S-boxes needed to encrypt the image depends on the rows of the plain image. Second, each row of the plain image is substituted by a different S-box to obtain the rows of the pre-encrypted image. Third, to increase the level of security, each specific S-box is considered as a column of the mask matrix. Then, a permutation is applied to the mask matrix, which used the last sequence of the hyperchaotic to permuted the rows of the mask matrix to obtain the permuted mask matrix. Finally, the XOR operation is applied between the permuted mask matrix and the pre-encrypted image to obtain the final cipher image. Experimental and analysis results show that the proposed algorithm has a good performance in terms of security, high sensitivity, as well as low time complexity.
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一种基于超混沌系统和多特定s盒的图像加密新方案
研究了一种基于超混沌系统和多特定s盒的图像加密方案。首先,超混沌系统生成用于创建特定s盒的序列。s盒是通过对递增排序的超混沌序列的值进行排序得到的,然后将它们的索引作为一个新的序列来创建s盒。加密图像所需的特定s -box的数量取决于普通图像的行数。其次,将普通图像的每一行替换为不同的s盒,以获得预加密图像的行。第三,为了提高安全级别,将每个特定的S-box视为掩码矩阵的一列。然后,对掩模矩阵进行置换,利用超混沌的最后一个序列对掩模矩阵的行进行置换,得到置换后的掩模矩阵。最后,在置换后的掩码矩阵与预加密图像之间进行异或运算,得到最终的密码图像。实验和分析结果表明,该算法具有较好的安全性、较高的灵敏度和较低的时间复杂度。
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