An image scrambling method based on Weierstrass function
An image scrambling and image technology, applied in image data processing, image data processing, digital transmission systems, etc., can solve the problems of image size limitation, failure to meet the requirements of confidentiality, and time-consuming
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[0046] The present invention will be further described below in conjunction with accompanying drawing:
[0047] The following is an explanation from the theoretical basis:
[0048] 1) Weierstrass function
[0049] In mathematics, a Weierstrass function is a class of real-valued functions that are continuous everywhere and not differentiable everywhere. The Weierstrass function is a function that cannot draw any part with a pen, because the derivative of each point does not exist, and the person who draws cannot know which direction each point should be drawn. The slope at each point of the Weierstrass function is also non-existent. The Weierstrass function is named after the nineteenth-century German mathematician Karl Theodor Wilhelm Weierstrass (1815–1897).
[0050] Historically, the Weierstrass function is a well-known mathematical counterexample. Before Weierstrass, mathematicians did not have a deep understanding of the continuity of functions. Many mathematicians be...
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