Scholarly record
IMPULSIVE NOISE REMOVAL IN COLOR IMAGES BASED ON THE LOCAL NEIGHBORHOOD EXPLORATION BY GEODESIC DIGITAL PATHS
Abstract
In the paper a novel technique of impulsive noise suppression in color digital images is proposed. The new filtering design is based on the exploration of the local pixel neighborhood by geodesic digital paths, whose cost defined as a sum of squared Euclidean distances between adjacent pixels in the RGB color space, serves as a measure of pixel corruption. The digital paths link the border of a filtering window with its central pixel and the cost of a path with minimum value is used to discriminate between the noisy pixels and those not affected by the noise process. The filtering is performed by thresholding the minimum cost assigned to the processed pixel. If a predefined threshold value is exceeded, then the pixel is replaced by an average of pixels detected as not corrupted. Otherwise, the processed pixel is not changed by the filter. The proposed denoising technique has been compared with a set of competitive methods and the analysis of the obtained results exhibits its satisfying properties. The interesting feature of the new algorithm is the ability to enhance image edges, while retaining tiny image details. This feature of the image restoration algorithm, combined with its low computational complexity, makes it an interesting tool for the real-time enhancement of color images corrupted by impulsive noise.
Publication Impact Profile
Publication details
References0
Structured references will appear here after the reference import pass. The count is preserved now so the scholarly record is not incomplete.
View or Download full articleAccess options
SWS access login
Login as SWS Scientific CommitteeLogin as SWS Scientific PartnerLogin as SWS AuthorAuthors and approved SWS contributors will read and export their own linked papers after identity matching by SWS profile, email and SGEM GlobalID.
For librarian assistance: [email protected]
Purchase Instant Access
- Article can be downloaded after successful payment.
- Article may be used according to SWS library access terms.
- Article cannot be redistributed.

