Inspired by the human visual system (HVS), Alessandro Foi et al. design a foveation operator to calculate the similarity of patch. The calculation of similarity is called the foveated self-similarity (FSS). Their stud...
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Inspired by the human visual system (HVS), Alessandro Foi et al. design a foveation operator to calculate the similarity of patch. The calculation of similarity is called the foveated self-similarity (FSS). Their stud...
Inspired by the human visual system (HVS), Alessandro Foi et al. design a foveation operator to calculate the similarity of patch. The calculation of similarity is called the foveated self-similarity (FSS). Their study shows that FSS is much superior to the traditional windowed self-similarity (WSS). Non-local means (NLM) with FSS (NLM-FSS) produces a more satisfactory denoising effect. However, as with many NLMs with WSS (NLM-WSS), center weight is not considered sufficiently. This study shows that window based Wiener filter center weight proposed by Zhang also can improve the NLM-FSS.
Currently, the SURE-LET approach has been widely used for the removal of noise in corrupted image. However the original interscale-based SURE-LET approach rules out intrascale considerations of wavelet coefficients, w...
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Currently, the SURE-LET approach has been widely used for the removal of noise in corrupted image. However the original interscale-based SURE-LET approach rules out intrascale considerations of wavelet coefficients, which makes the denoising ability of the technique is reduced greatly. In this paper, the local Wiener-like estimator is incorporated into the original interscale-based SURE-LET thresholding function. The tests show the improved interscale-based SURE-LET gets the better denoising performance objectively and subjectively. Especially for Barbara image, the PSNR is on average improved by 0.52dB compared to the traditional pointwise interscale-based SURE-LET approach.
Full view panoramas are able to simulate tele-presence or virtual reality experience, thus panoramic technology is an important implementation approach for the visual expression of tourism service platforms (TSP). On ...
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In this paper, we present a new image denoising method for removing Gaussian noise from corrupted image by using shearlet transform and nonlinear diffusion. The image is decomposed by the shearlet transform to obtain ...
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This paper presents a new nonlinear diffusion method toaddress the problem of noise removal. In the method, the diffusion function is based on gradient detection. The local window in the square gradient domain is used...
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This paper presents a new nonlinear diffusion method toaddress the problem of noise removal. In the method, the diffusion function is based on gradient detection. The local window in the square gradient domain is used toextract the gradientinformation accurately. The tests demonstrate the proposed method gets the best results both subjectively and objectively compared tothe related gradient domain algorithms.
This paper presents a new nonlinear diffusion method to address the problem of noise removal. In the method, the diffusion function is based on gradient detection. The local window in the square gradient domain is use...
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ISBN:
(纸本)9781479920327
This paper presents a new nonlinear diffusion method to address the problem of noise removal. In the method, the diffusion function is based on gradient detection. The local window in the square gradient domain is used to extract the gradient information accurately. The tests demonstrate the proposed method gets the best results both subjectively and objectively compared to the related gradient domain algorithms.
In the most application situation, signal or image always is corrupted by additive noise. As a result there are mass methods to remove the additive noise while few approaches can work well for the multiplicative noise...
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Ship and wake detection from the SAR imagery have been studied for long time. In several situations, ship wake is not available for some reasons, such as sea status, the incidence angle of radar, and so on. Fortunatel...
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