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Four-image encryption scheme based on quaternion Fresnel transform, chaos and computer generated hologram

机译:基于四元数菲涅耳变换,混沌和计算机生成全息图的四图像加密方案

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摘要

A novel four-image encryption scheme based on the quaternion Fresnel transforms (QFST), computer generated hologram and the two-dimensional (2D) Logistic-adjusted-Sine map (LASM) is presented. To treat the four images in a holistic manner, two types of the quaternion Fresnel transform (QFST) are defined and the corresponding calculation method for a quaternion matrix is derived. In the proposed method, the four original images, which are represented by quaternion algebra, are processed holistically in a vector manner by using QFST first. Then the input complex amplitude, which is constructed by the components of the QFST-transformed plaintext images, is encoded by Fresnel transform with two virtual independent random phase masks (RPM). In order to avoid sending entire RPMs to the receiver side for decryption, the RPMs are generated by utilizing 2D-LASM, which results that the amount of the key data is reduced dramatically. Subsequently, by using Burch's method and the phase-shifting interferometry, the encrypted computer generated hologram is fabricated. To improve the security and weaken the correlation, the encrypted hologram is scrambled base on 2D-LASM. Experiments demonstrate the validity of the proposed image encryption technique.
机译:提出了一种基于四元数菲涅尔变换(QFST),计算机生成的全息图和二维(2D)Logistic调整正弦图(LASM)的新颖的四图像加密方案。为了整体处理这四个图像,定义了两种类型的四元数菲涅耳变换(QFST),并推导了四元数矩阵的相应计算方法。在提出的方法中,首先使用QFST以矢量方式对由四元数代数表示的四个原始图像进行整体处理。然后,由经过QFST转换的纯文本图像的分量构成的输入复振幅通过带有两个虚拟独立随机相位掩码(RPM)的菲涅耳变换进行编码。为了避免将整个RPM发送到接收方进行解密,利用2D-LASM生成了RPM,这导致密钥数据量大大减少。随后,通过使用Burch方法和相移干涉术,制作了加密的计算机生成的全息图。为了提高安全性并弱化相关性,基于2D-LASM对加密的全息图进行加密。实验证明了所提出的图像加密技术的有效性。

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