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On symmetric color image encryption system with permutation-diffusion simultaneous operation

机译:具有置换扩散同时运算的对称彩色图像加密系统

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摘要

In the traditional image encryption systems, the permutation-diffusion operation is often conducted in two essentially separable or independent steps, which appears not only to be inefficient but also vulnerable in being attacked since each step can be targeted separately. In this paper, we propose a new plaintext-related cryptosystern in which the permutation-diffusion operation is performed in a simultaneous manner. More specifically, the simultaneous permutation-diffusion operation (PDSO) leads to the confusion and diffusion interacted each other, and thus generates better security level as well as higher efficiency of encryption process. The proposed encryption scheme only requires a single PDSO in the corresponding encryption process, in which the first encrypted pixel's position in cipher image is randomly chosen and its value is determined by both pixels in the original image and the elements in key-streams obtained by three one-dimensional chaotic mappings, and the current encrypting pixel's value is set to be associated with the previous encrypted pixel. Under our framework, the proposed encryption scheme is highly sensitive to minor differences in both secret key and plain image, resulting in resisting chosen/known plaintext attacks effectively. Simulation results show that the proposed scheme demonstrates excellent security capacity with high efficiency, comparing with existing approaches in literature.
机译:在传统的图像加密系统中,置换-扩散操作通常以两个基本可分离或独立的步骤进行,这不仅效率低下而且容易受到攻击,因为每个步骤都可以分别针对。在本文中,我们提出了一个新的与明文相关的密码系统,其中排列扩散操作是同时进行的。更具体地,同时置换-扩散操作(PDSO)导致彼此混淆和扩散,因此产生了更好的安全级别以及更高的加密过程效率。所提出的加密方案在相应的加密过程中只需要一个PDSO,即随机选择第一个加密像素在密码图像中的位置,并且其值由原始图像中的像素和由三个像素获得的密钥流中的元素确定一维混沌映射,并且当前加密像素的值设置为与先前的加密像素关联。在我们的框架下,提出的加密方案对密钥和纯图像中的细微差异非常敏感,从而有效地抵抗了选定的/已知的纯文本攻击。仿真结果表明,与文献中已有方法相比,该方案具有较高的安全性和效率。

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