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Asymmetric multiple-images cryptosystems based on discrete multipleparameters fractional Fourier transforms

机译:基于离散多参数分数阶傅里叶变换的非对称多图像密码系统

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There are many free parameters in discrete multiple-parameters fractional Fourier transforms. These parameters can beapplied as encryption keys that make a cryptosystem safer. In this paper, the extended versions of discrete Fouriertransforms are employed into an existing asymmetric multiple-images cryptosystem. The resulting encryption system isbased on phase and amplitude truncations, which is the reason that the system is asymmetric. The phase combinationoperation during encoding makes the random phase key required for decoding, which enhances security of decoding. Thediscrete Fourier transform is replaced by discrete multiple-parameters fractional Fourier transforms to increase thenumber of free parameters and sensitivity of errors without decreasing the sensitivity of phase and amplitude keys.Related computer experiments are performed to validate our proposed methods.
机译:在离散多参数分数阶傅里叶变换中有许多自由参数。这些参数可以是 用作加密密钥,可以使密码系统更安全。在本文中,离散傅立叶的扩展版本 将变换应用于现有的非对称多图像密码系统。最终的加密系统是 基于相位和幅度截断,这是系统不对称的原因。相位组合 编码期间的操作使得解码需要随机相位密钥,从而增强了解码的安全性。这 离散傅立叶变换被离散多参数分数阶傅立叶变换代替,以增加 自由参数的数量和错误的灵敏度,而不会降低相位和幅度键的灵敏度。 进行了相关的计算机实验以验证我们提出的方法。

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