Research Article
Optimizing Shrinkage Curves and Application in Image Denoising
Algorithm 2
Optimizing shrinkage curves based denoising algorithm.
Input: Noisy image and the shrinkage parameters | () Initialize the intermediate image and adjusted image ; | () ; | () ; | () for | () Set a counter to zeros, ; | () Obtain an adjusted estimate, ; | () According to Definition 1, build the patch-set , associated with image ; | () for each patch in do | () According to Definition 2, obtain a ROSM ; | () Singular value decomposition, ; | () Find the parameter corresponding to from Table ; | () Obtain the estimation ; | () if , then ; | () if , then ; | () Put back into the image canvas; | () In counter , the entries associated with pixels in is added by 1; | () end for | () Obtain an estimated image, obtained canvas image is entry-wisely divided by ; | () end for | Output: The final estimated image . |
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