Proceedings of the 3rd International Conference on Computer Science and Service System 2014
DOI: 10.2991/csss-14.2014.25
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Image Reconstruction Using WTA-ICA Model in Contourlet Transform Domain

Abstract: Abstract-A new image reconstruction method using the WTA-ICA model in contourlet transform domain is discussed in this paper. WTA-ICA is in fact an sparse ICA algorithm, and is simpler and faster under high dimensional computational requirements. Contourlet transform can offer a flexible multiresolution and directional decomposition for images and embody well image structure. Here, for a given image, the contourlet transform is first used to obtain low and high frequency sub-band images at two layers, where ea… Show more

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“…The non-subsampled wavelet transform (NSWT) (Mallat, 1989) solved the lack of shift-invariance by downsampled wavelet transform, but the resulting image are often not well reserve the details of the original image features neither in the downsampled nor in the non-subsampled wavelet transform domain, the fundamental reason for which is that the wavelet analysis is not the most optimal function representation methods in the two-dimensional space and cannot depict geometry information in the image. The contourlet transform (CT) overcame this defect associated with the wavelet transform (Do and Vetterli, 2002a, 2002b, 2005; Li and Zhanli, 2014; Swaminathan et al, 2013), as it has good expression performance for two-dimensional images, and is convenient and fast. However, CT also has the drawback of lacking the shift-invariance as the wavelet transform because of the downsampling process.…”
Section: Introductionmentioning
confidence: 99%
“…The non-subsampled wavelet transform (NSWT) (Mallat, 1989) solved the lack of shift-invariance by downsampled wavelet transform, but the resulting image are often not well reserve the details of the original image features neither in the downsampled nor in the non-subsampled wavelet transform domain, the fundamental reason for which is that the wavelet analysis is not the most optimal function representation methods in the two-dimensional space and cannot depict geometry information in the image. The contourlet transform (CT) overcame this defect associated with the wavelet transform (Do and Vetterli, 2002a, 2002b, 2005; Li and Zhanli, 2014; Swaminathan et al, 2013), as it has good expression performance for two-dimensional images, and is convenient and fast. However, CT also has the drawback of lacking the shift-invariance as the wavelet transform because of the downsampling process.…”
Section: Introductionmentioning
confidence: 99%