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Joint Motion Deblurring and Superresolution from Single Blurry Image
He, L. Y.; G. Li and J. H. Liu
2015
发表期刊Mathematical Problems in Engineering
页码10
摘要Currently superresolution from a motion blurred image still remains a challenging task. The conventional approach, which preprocesses the blurry low resolution (LR) image with a deblurring algorithm and employs a superresolution algorithm, has the following limitation. The high frequency texture of the image is unavoidably lost in the deblurring process and this loss restricts the performance of the subsequent superresolution process. This paper presents a novel technique that performs motion deblurring and superresolution jointly from one single blurry image. The basic idea is to regularize the ill-posed reconstruction problemusing an edge-preserving gradient prior and a sparse kernel prior. This method derives from an inverse problem approach under an efficient optimization scheme that alternates between blur kernel estimation and superresolving until convergence. Furthermore, this paper proposes a simple and efficient refinement formulation to remove artifacts and render better deblurred high resolution (HR) images. The improvements brought by the proposed combined framework are demonstrated by the processing results of both simulated and real-life images. Quantitative and qualitative results on challenging examples show that the proposed method outperforms the existing state-of-the-art methods and effectively eliminates motion blur and artifacts in the superresolved image.
收录类别SCI ; EI
文献类型期刊论文
条目标识符http://ir.ciomp.ac.cn/handle/181722/55268
专题中科院长春光机所知识产出
推荐引用方式
GB/T 7714
He, L. Y.,G. Li and J. H. Liu. Joint Motion Deblurring and Superresolution from Single Blurry Image[J]. Mathematical Problems in Engineering,2015:10.
APA He, L. Y.,&G. Li and J. H. Liu.(2015).Joint Motion Deblurring and Superresolution from Single Blurry Image.Mathematical Problems in Engineering,10.
MLA He, L. Y.,et al."Joint Motion Deblurring and Superresolution from Single Blurry Image".Mathematical Problems in Engineering (2015):10.
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