Journal of Data Science | |
Image De-noising with a New Threshold Value Using Wavelets | |
article | |
B. Ismail1  Anjum Khan2  | |
[1] Mangalore University;P. A. College of Engineering | |
关键词: Minimax threshold; orthonormal bases; universal threshold; | |
DOI : 10.6339/JDS.2012.10(2).749 | |
学科分类:土木及结构工程学 | |
来源: JDS | |
【 摘 要 】
The image de-noising is the process to remove the noise from the image naturally corrupted by the noise. The wavelet method is one among the various methods for recovering infinite dimensional objects like curves, densities, images etc. The wavelet techniques are very effective to remove the noise because of its ability to capture the energy of a signal in few energy transform values. The wavelet methods are based on shrinking the wavelet coefficients in the wavelet domain. This paper concentrates on selecting a threshold for wavelet function estimation. A new threshold value is pro posed to shrink the wavelet coefficients obtained by wavelet decomposition of a noisy image by considering that the sub band coefficients have a gener alized Gaussian distribution. The proposed threshold value is based on the power of 2 in the size 2J × 2 J of the data that can be computed efficiently. The experiment has been conducted on various test images to compare with the established threshold parameters. The result shows that the proposed threshold value removes the noise significantly.
【 授权许可】
CC BY
【 预 览 】
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