Parameter choice is crucial to regularization-based image deblurring. In this paper, a Monte Carlo method is used to approximate the optimal regularization parameter in the sense of Stein’s unbiased risk estimate (SURE) which has been applied to image deblurring. The proposed algorithm is suitable for the exact deblurring functions as well as those of not being expressed analytically. We justify our claims by presenting experimental results for SURE-based optimization with two different regularization algorithms of Tikhonov and total variation regularization. Experiment results show the validity of the proposed algorithm, which has similar performance with the minimum MSE. DOI: http://dx.doi.org/10.11591/telkomnika.v11i6.267
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Abstract: Image deblurring is a challenging illposed problem with widespread applications. Most exis...
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ABSTRACT: Image deblurring (ID) is an ill-posed problem typically addressed by using regularization,...
Image deblurring is an ill-posed linear inverse problem. Most traditional algorithms suffer from sev...
Abstract — This paper presents a new approach to image decon-volution (deblurring), under total vari...
International audienceWe present iterative methods for choosing the optimal regularization parameter...
Abstract. The noise contained in data measured by imaging instruments is often primarily of Poisson ...
The deconvolution in image processing is an inverse illposed problem which necessitates a trade-off ...
This paper presents a novel and fast linear regularized optimization algorithm for single image deha...
Regularization methods for the solution of ill-posed inverse problems can be successfully applied if...
The linear inverse problem encountered in restoration of blurred noisy images is typically solved vi...
none3siImage restoration is an inverse problem that has been widely studied in recent years. The tot...
Many scientific experiments such as those found in astronomy, geology, microbiology, and X-ray radio...
We consider the estimation of the regularization parameter for the simultaneous deblurring of multip...
Abstract: Image deblurring is a challenging illposed problem with widespread applications. Most exis...
Regularization, filtering, and denoising of biomedical images requires the use of appropriate filter...
We consider the problem of optimizing the parameters of an arbitrary denoising algorithm by minimizi...
ABSTRACT: Image deblurring (ID) is an ill-posed problem typically addressed by using regularization,...
Image deblurring is an ill-posed linear inverse problem. Most traditional algorithms suffer from sev...
Abstract — This paper presents a new approach to image decon-volution (deblurring), under total vari...
International audienceWe present iterative methods for choosing the optimal regularization parameter...
Abstract. The noise contained in data measured by imaging instruments is often primarily of Poisson ...
The deconvolution in image processing is an inverse illposed problem which necessitates a trade-off ...
This paper presents a novel and fast linear regularized optimization algorithm for single image deha...
Regularization methods for the solution of ill-posed inverse problems can be successfully applied if...
The linear inverse problem encountered in restoration of blurred noisy images is typically solved vi...