2014
DOI: 10.1155/2014/682747
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Salt and Pepper Noise Removal with Noise Detection and a Patch-Based Sparse Representation

Abstract: Images may be corrupted by salt and pepper impulse noise due to noisy sensors or channel transmission errors. A denoising method by detecting noise candidates and enforcing image sparsity with a patch-based sparse representation is proposed. First, noise candidates are detected and an initial guide image is obtained via an adaptive median filtering; second, a patch-based sparse representation is learnt from this guide image; third, a weighted 1 -1 regularization method is proposed to penalize the noise candida… Show more

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Cited by 23 publications
(23 citation statements)
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“…Create a 3 × 3 square region, defined by (j,k) = (y-1,x-1) to (y+1,x+1). If the pixel is noise-free pixel (α 1 (j,k)=0), add this pixel to h 3 , i.e., noise-free pixel (α 1 (j 1 ,k)=0) and remove them from h 7 , i.e., h 7 (D(j 1 ,k))←h 7 (D(j 1 ,k))-1 At the bottom row (i.e., j 2 =y+3), find noise-free pixel (α 1 (j 2 ,k)=0) and add them to h 7 , i.e., h 7 (D(j 2 ,k))←h 7 (D(j 2 ,k))+1…”
Section: Methodsmentioning
confidence: 99%
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“…Create a 3 × 3 square region, defined by (j,k) = (y-1,x-1) to (y+1,x+1). If the pixel is noise-free pixel (α 1 (j,k)=0), add this pixel to h 3 , i.e., noise-free pixel (α 1 (j 1 ,k)=0) and remove them from h 7 , i.e., h 7 (D(j 1 ,k))←h 7 (D(j 1 ,k))-1 At the bottom row (i.e., j 2 =y+3), find noise-free pixel (α 1 (j 2 ,k)=0) and add them to h 7 , i.e., h 7 (D(j 2 ,k))←h 7 (D(j 2 ,k))+1…”
Section: Methodsmentioning
confidence: 99%
“…This type of impulse noise can severely degrade the quality of the image, which * Correspondence: haidi_ibrahim@ieee.org may affect subsequent processes such as segmentation, detection, and classification, due to information lost [2]. Therefore, a noise reduction technique is required to improve the quality of the image [2,7].…”
Section: Introductionmentioning
confidence: 99%
“…Recently, the transform domain sparsity is incorporated into sparse image reconstruction models [6][7][8] to significantly improve the image quality. The improvement on denoising, however, is still unsatisfactory since the sparsity is limited by pre-defined dictionaries or transforms which may not capture different image structures [8][9][10][11].…”
Section: Introductionmentioning
confidence: 99%
“…The state-of-the-art approaches introduce the adaptive dictionary learning [8][9][10][11] to provide sparser representations, leading to boosted performance for salt and pepper noise removal. However, the commonly used redundant dictionary learning algorithm, K-SVD [12], is relatively time consuming [13], which may slow down the iterative image reconstruction [8,9,14,15] or lose optimal sparsity when partial image patches are used for fast training [12].…”
Section: Introductionmentioning
confidence: 99%
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