Non-local-total-variation image restoration method based on sparse overlapped group priori constraints
A non-local, total variational technology, applied in the field of image restoration, can solve the problem that the image structure cannot be restored accurately, and achieve the effect of avoiding inner loop calculation, making up for calculation redundancy, and improving recognition
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[0031] The technical solutions of the present invention will be further described below in conjunction with specific embodiments.
[0032] Step 1. Establish a mathematical model of the blurred image degradation process. Under the linear invariant system, the image degradation process can usually be described as the convolution of the original image and the blur kernel, as shown in the attached figure 2 As shown, g, f and h represent the PSF (Point Spread Function) of the blurred image, the original image and the degradation model respectively, n is the additive noise, assuming that the degradation system is a linear space invariant system, the mathematics of the degradation process Manifested as
[0033] g=h*f+n (1)
[0034] Among them, h is determined by the fuzzy parameters. If h and g are known, f can be solved by deconvolution to obtain the restored image.
[0035] Step 2. In order to improve the ill-conditionedness of the deconvolution operation in step 1, construct a...
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