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Zbl 1049.94009
Chen, Guanrong; Mao, Yaobin; Chui, Charles K.
A symmetric image encryption scheme based on 3D chaotic cat maps. (English)
[J] Chaos Solitons Fractals 21, No. 3, 749-761 (2004). ISSN 0960-0779

Summary: Encryption of images is different from that of texts due to some intrinsic features of images such as bulk data capacity and high redundancy, which are generally difficult to handle by traditional methods. Due to the exceptionally desirable properties of mixing and sensitivity to initial conditions and parameters of chaotic maps, chaos-based encryption has suggested a new and efficient way to deal with the intractable problem of fast and highly secure image encryption. The two-dimensional chaotic cat map is generalized to 3D for designing a real-time secure symmetric encryption scheme. This new scheme employs the 3D cat map to shuffle the positions (and, if desired, grey values as well) of image pixels and uses another chaotic map to confuse the relationship between the cipher-image and the plain-image, thereby significantly increasing the resistance to statistical and differential attacks. Thorough experimental tests are carried out with detailed analysis, demonstrating the high security and fast encryption speed of the new scheme.

MSC 2000:: *94A60 Cryptography
37D45 Strange attractors, chaotic dynamics
37N99 Applications of dynamical systems
94A08 Image processing

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