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Titlebook: Blind Image Deconvolution; Methods and Converge Subhasis Chaudhuri,Rajbabu Velmurugan,Renu Ramesha Book 2014 Springer International Publish

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MAP Estimation: When Does It Work?,(PSF), which we term as joint MAP estimation for blind deconvolution since both the unknowns are estimated simultaneously. Many authors have reported the failure of direct application of the MAP estimator in blind deconvolution, the details of which we explain in this chapter. We show that joint MAP
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Sparsity-Based Blind Deconvolution,larizer and the regularization factor, and the convergence analysis of the resulting optimization problem. Here we provide an alternate way to avoid the trivial solution in MAP methods by using an image regularizer that has a cost which increases with the amount of blur. We define one such regulariz
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Conclusions and Future Research Directions,and on analyzing the convergence of alternating minimization scheme for blind deconvolution. Our findings are summarized in this chapter. We also provide directions for future research in finding appropriate regularizers and also on convergence analysis.
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https://doi.org/10.1007/978-3-662-08364-2due to camera shake. This is an expected phenomenon since lightweight cameras are more prone to movement and unless a tripod is used the chances for blurring is high. Object motion and camera defocus can also lead to a blurred image. Similar scenarios arise in medical, biological and astronomical im
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Lernen zwischen Formalität und Informalitätiew concepts from matrix theory and operator theory. We define ill-posedness of a problem and provide an explanation to the ill-posed nature of blind deconvolution. A method of handling ill-posedness through regularization is also discussed. Statistical estimation methods like maximum a posteriori p
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Synchrone Perspektive auf Deformalisierung,r methods were purely transform domain based, which were modifications of the inverse filter. This was followed by solutions that treat blind deconvolution as an ill-posed problem, thereby using regularization as a tool for solving the problem. Various refinements to this approach that have been pro
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