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Image encryption-decryption system based on Gyrator transform and Jigsaw transform

机译:基于Gyrator变换和Jigsaw变换的图像加解密系统

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In this work an image encryption-decryption system is developed using Gyrator transform (GT) and Jigsaw transform (JT). The encryption system uses two successive GTs and JTs, in order to convert a real image to a real noisy encrypted image. The decryption system is an inverse system with respect to the encryption system. The real image to be encrypted is preprocessed with the purpose of obtaining a real encrypted image, this real encrypted image has the same size as the original image to be encrypted and it is much more convenient for either its storage or transmission. The JT is applied to eliminate the random phase mask used in many encryption systems based on double random phase mask and to increase the security of the encryption-decryption system proposed in this work. Finally, in order to verify the performance of the encryption-decryption system, a digital algorithm was developed. There are four keys used in the encryption-decryption algorithm, which are constituted by the two GTs rotation angles and the two random permutations used in the JTs; all these keys have to be correct for a proper recovery of the original image in the decryption system.
机译:在这项工作中,使用Gyrator变换(GT)和Jigsaw变换(JT)开发了图像加密-解密系统。加密系统使用两个连续的GT和JT,以便将真实图像转换为真实的噪点加密图像。解密系统是相对于加密系统的逆系统。为了获得真实的加密图像,对要加密的真实图像进行预处理,该真实的加密图像与要加密的原始图像具有相同的大小,并且在存储或传输时更加方便。 JT的应用是消除许多基于双重随机相位掩码的加密系统中使用的随机相位掩码,并提高这项工作中提出的加密解密系统的安全性。最后,为了验证加密解密系统的性能,开发了一种数字算法。加密解密算法中使用了四个密钥,它们由两个GT的旋转角度和JT中使用的两个随机排列组成。所有这些密钥都必须正确,才能在解密系统中正确恢复原始图像。

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