Decision Based Detail Preserving Algorithm for the Removal of Equal and Unequal Probability Salt and

Decision Based Detail Preserving Algorithm for the Removal of Equal and Unequal Probability Salt and Pepper Noise in Images and Videos

Vasanth Kishorebabu1, Kumar Karuppaiyan4, Nagarajan Govindan3, Ravi Natarajan2, Sundarsingh Jebaseelan3, and Godwin Immanuel3

1Department of Electronics and Communication Engineering, Vidya Jyothi Institute of Technology, India

2Department of Electrical and Electronics Engineering, Vidya Jyothi Institute of Technology, India

3Department of Electrical and Electronics Engineering, Sathyabama University, India

 4Department of Electronics and Instrumentation Engineering, Sathyabama University, India

Abstract: A novel vicinity based algorithm for the elimination of equal and unequal probability salt and pepper noise with a fixed 3x3 kernel is proposed. The proposed method uses a tree based switching mechanism for the replacement of corrupted pixel. The processed pixel is checked for 0 or 255; if found true then the pixel is considered as noisy else termed non noisy and left unaltered. If the pixel is noisy then it checks for the 4 neighbors of the processed pixel. If all the 4 neighbors are noisy then mean of the 4 neighbors are replaced. If any of the 4 neighbors are not noisy then the corrupted pixel is replaced by unsymmetrical trimmed mean. Under high noisy conditions if all the elements of the current processing window is noisy then global mean replaces the corrupted pixel. The proposed algorithm exhibits better performance both quantitatively and qualitatively over the standard and existing algorithms at very high noise densities. The performance of the existing non linear filters are outclassed by the proposed algorithm in terms of PSNR, IEF, MSE, and SSIM and also preserves fine details of an image even at high noise densities. The algorithm works well even for gray scale, color images and video.

Keywords: Unequal probability salt and pepper noise, unsymmetrical trimmed mean, edge preservation.

Received July 6, 2014; accepted December 16, 2014

 Full text  

Read 2695 times Last modified on Monday, 21 May 2018 03:26
Share
Top
We use cookies to improve our website. By continuing to use this website, you are giving consent to cookies being used. More details…