Method for de-noising dual-tree complex wavelet image on basis of partial differential equation
A dual-tree complex wavelet and partial differential equation technology, applied in the field of image denoising, can solve problems such as difficult to filter out impulse noise, blurred image weak edges, susceptible to noise interference, etc., to achieve suppression of pseudo-Gibbs phenomenon and The effect of the ladder effect
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[0018] The present invention will be further described below in conjunction with the accompanying drawings and specific embodiments. Such as figure 1 As shown, a dual-tree complex wavelet image denoising method based on partial differential equations includes the following steps:
[0019] Step 1: Input a noisy digital image. Select a digital image (such as JPG, TIFF format) as a noisy digital image, use the function u(x, y, T) to represent the digital image, (x, y) represents the pixel space position of the noisy digital image, and T represents the number The time scale of the image, when the time scale T=0, represents the noisy digital image u(x,y,0) before processing, and when the time scale T=t, represents the denoised digital image u(x, y, t).
[0020] Step 2: Perform dual-tree complex wavelet transform decomposition on the input noisy digital image. Perform a layer of dual-tree complex wavelet transform on the noisy digital image u(x, y, 0), decompose to obtain two lo...
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