Score Mellin transform-based optical image encryption method
A technology of Merlin transformation and encryption method, which is applied in the field of information security, can solve the problems of speed and cost limitations, and achieve high security, enhanced anti-attack, and good anti-attack effects
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Embodiment 1
[0033] Embodiment 1: Image encryption based on double random phase encoding.
[0034] This implementation scheme is based on the principle of dual random phase encoding, and the encryption process comprehensively utilizes fractional Merlin transform and fractional Fourier transform. The encryption and decryption process can be expressed as follows:
[0035] Encryption process: (1-1)
[0036] Decryption process: (1-2)
[0037] in represents the input plaintext, represents the ciphertext, represents the decrypted image, express Fractional Merlin transform of order (assuming axis and The same order of transformation is carried out in the axial direction), express order of the Fractional Fourier Transform (assuming axis and The same order of transformation is carried out in the axial direction), and for distribution in independent white noise.
[0038] The schematic diagram of the optical image device of this embodiment is ...
Embodiment 2
[0043] Embodiment 2: Image encryption based on multi-order fractional Merlin transform.
[0044] to image Fractional Merlin transform of different orders is carried out in different areas of different regions. Since the fractional Merlin transform is convenient for ring processing, the sub-image are annular regions with different inner and outer radii. by For example, put Decomposed into 4 ring domains. Such as figure 2 As shown, these rings are all centered on the center of the picture, where is a radius of the circle, is the inner radius of The outer radius is ring domain, is the inner radius of The outer radius is ring domain, is the inner radius of The outer radius is ring domain, where It is the distance from the center of the image to the top corner of the image. right conduct Order Fractional Merlin Transform to get ,in .
[0045] (2-1)
[0046] in Represents the two-dimensional fractional Merlin transform, ...
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