Image encryption method based on Arnold transformations and Henon chaotic system
An encryption method and chaotic system technology, applied in transmission systems, image communication, digital transmission systems, etc., can solve problems such as the inability of image scrambling to reach an ideal state, and the single change of pixel position.
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[0033] The image encryption method based on Arnold transform and Henon chaotic system first performs multiple Arnold scrambling transformations on the image, then uses Henon chaotic sequence to scramble it twice, and then uses Henon chaotic sequence to perform bitwise XOR operation with the image to change The pixel value of the image.
[0034] 1. Arnold transformation:
[0035] Suppose the image coordinates of a binary digital image are , then the Arnold transform is defined as:
[0036] mod N (1)
[0037] in The matrix is called the transformation matrix, is the coordinate position of the image pixel after the Arnold transformation, mod means modulo operation, is the order of the image. The Arnold transformation is periodic, that is, after several Arnold transformations, the image will be transformed into the original image.
[0038] 2. Henon chaotic system:
[0039] The Henon chaotic system is a two-dimensional dynamical system whose equatio...
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