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Image Denoising using Principal Component Analysis in Wavelet Domain and Total Variation Regularization in Spatial Domain
2013
International Journal of Computer Applications
This paper presents an efficient denoising technique for removal of noise from digital images by combining filtering in both the transform (wavelet) domain and the spatial domain. The noise under consideration is AWGN and is treated as a Gaussian random variable. In this work the Karhunen-Loeve transform (PCA) is applied in wavelet packet domain that spreads the signal energy in to a few principal components, whereas noise is spread over all the transformed coefficients. This permits the
doi:10.5120/12414-9183
fatcat:htpul6lnqbcbnj3eujfci2psfi