COLOR IMAGE ENCRYPTION BASED ON MULTIPLE CHAOTIC SYSTEMS
Yuting Xi, Xing Zhang and Ruisong Ye
Department of Mathematics, Shantou University Shantou, Guangdong, 515063, P. R. China
ABSTRACT
This paper proposed a novel color image encryption scheme based on multiple chaotic systems. The ergodicity property of chaotic system is utilized to perform the permutation process; a substitution operation is applied to achieve the diffusion effect. In permutation stage, the 3D color plain-image matrix is converted to a 2D image matrix, then two generalized Arnold maps are employed to generate hybrid chaotic sequences which are dependent on the plain-image’s content. The generated chaotic sequences are then applied to perform the permutation process. The encryption’s key streams not only depend on the cipher keys but also depend on plain-image and therefore can resist chosen-plaintext attack as well as known-plaintext attack. In the diffusion stage, four pseudo-random gray value sequences are generated by another generalized Arnold map. The gray value sequences are applied to perform the diffusion process by bitxoring operation with the permuted image row-by-row or column-by-column to improve the encryption rate. The security and performance analysis have been performed, including key space analysis, histogram analysis, correlation analysis, information entropy analysis, key sensitivity analysis, differential analysis etc. The experimental results show that the proposed image encryption scheme is highly secure thanks to its large key space and efficient permutation-substitution operation, and therefore it is suitable for practical
image and video encryption.
KEYWORDS
Generalized Arnold Map, Permutation, Substitution, Chaotic System, Image Encryption
ORIGINAL SOURCE URL : http://aircconline.com/ijnsa/V8N5/8516ijnsa03.pdf
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