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A new color image encryption scheme based on logistic map over the finite field Z_N

机译:基于逻辑映射的有限域Z_N彩色图像加密新方案

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摘要

In recent years, various image encryption algorithms based on chaotic systems have been proposed where the chaotic maps always work over the real domain. However, the traditional chaotic map over the real domain has a disadvantage, i.e., the calculation complexity of the floating point number can be doubled when implementing the map in computer. This leads to a greatly serious drawback for practical application. To overcome this problem effectively, in this paper, we generalize the chaotic Logistic map to the finite field, and find that there exists an automorphic mapping between two Logistic maps with the different control parameters over the finite field Z(N). Moreover, we adopt the sequences generated by the automorphic mapping to design a color image encryption scheme and do simulation experiments. Security and performance analyzes also show that the proposed scheme has very good properties which provide a strong guarantee for the algorithm efficiency. Therefore, the proposed scheme is feasible for implementing image and data encryption.
机译:近年来,已经提出了各种基于混沌系统的图像加密算法,其中混沌图总是在真实域上工作。但是,传统的在真实域上的混沌图具有一个缺点,即当在计算机中实现该图时,浮点数的计算复杂度可以加倍。这导致实际应用中的严重缺陷。为了有效地克服这一问题,本文将混沌Logistic映射推广到有限域,发现在有限域Z(N)上具有不同控制参数的两个Logistic映射之间存在自同构映射。此外,我们采用由自构映射生成的序列来设计彩色图像加密方案并进行仿真实验。安全性和性能分析还表明,该方案具有很好的性能,为算法效率提供了有力的保证。因此,所提出的方案对于实现图像和数据加密是可行的。

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