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Quantum Multi-Image Encryption Based on Iteration Arnold Transform with Parameters and Image Correlation Decomposition

机译:基于迭代Arnold变换的量子多图像加密,具有参数和图像相关分解

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摘要

A novel quantum multi-image encryption algorithm based on iteration Arnold transform with parameters and image correlation decomposition is proposed, and a quantum realization of the iteration Arnold transform with parameters is designed. The corresponding low frequency images are obtained by performing 2-D discrete wavelet transform on each image respectively, and then the corresponding low frequency images are spliced randomly to one image. The new image is scrambled by the iteration Arnold transform with parameters, and the gray-level information of the scrambled image is encoded by quantum image correlation decomposition. For the encryption algorithm, the keys are iterative times, added parameters, classical binary and orthonormal basis states. The key space, the security and the computational complexity are analyzed, and all of the analyses show that the proposed encryption algorithm could encrypt multiple images simultaneously with lower computational complexity compared with its classical counterparts.
机译:提出了一种基于迭代Arnold变换的新型量子多图像加密算法,具有参数和图像相关分解,并且设计了具有参数的迭代Arnold变换的量子实现。通过分别在每个图像上执行2-D离散小波变换来获得相应的低频图像,然后将相应的低频图像随机拼接到一个图像。通过使用参数的迭代Arnold变换来扰乱新图像,并且由量子图像相关分解编码扰乱图像的灰度级信息。对于加密算法,键是迭代时间,添加参数,经典二进制和正交基位。分析了关键空间,安全性和计算复杂性,并且所有分析表明,与其经典对应物相比,所提出的加密算法可以同时加密多个图像,以较低的计算复杂性。

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