Image Hiding, Restoration and Encrypted Transmission Method Based on Phase Cut Fourier Transform
A technology of Fourier transform and inverse Fourier transform, which is applied in the field of image encryption and information security research, can solve problems such as large amount of calculation and incomplete restoration of information, achieve small amount of calculation, improve hiding and restoration efficiency, increase The effect of practicality
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[0044] The image hiding method based on phase-cut Fourier transform in this embodiment can be found in figure 1 , including the following steps:
[0045] (1) Two grayscale images of known size M*N, the normalized grayscale value matrix is f, f respectively 1 , where f is the image to be hidden, f 1 as the carrier image.
[0046] (2) F(x,y)=IFT[f(u,v)] can be obtained from the image f(u,v) to be hidden through inverse Fourier transform, and F(x,y) is a complex value, which can be Expressed as Then after phase truncation (that is, extracting the amplitude matrix) and phase preservation (that is, extracting the phase matrix) to get:
[0047] g(x,y)=PT{IFT[f(u,v)]}=|F(x,y)|,
[0048]
[0049] Among them, g(x, y) is the amplitude after phase truncation, and P(x, y) is the retained phase, which is used as the decryption key when restoring.
[0050](3) by the carrier image f 1 (x, y) after Fourier transform, can get F 1 (u,v)=FT[f 1 (x,y)], and then through phase trunc...
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