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Image deblurring combining poisson singular integral and total variation prior models

机译:结合泊松奇异积分和总变化先验模型的图像去模糊

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In this paper a new combination of image priors is introduced and applied to Bayesian image restoration. Total Variation (TV) image prior preserves edge structure while imposing smoothness on the solutions. However, it does not perform well in textured areas. To alleviate this problem we propose to combine TV with the Poisson Singular Integral (PSI) image prior, which is able to preserve image textures. The proposed method utilizes a bound for the TV image model based on the majorization-minimization principle, and performs maximum a posteriori Bayesian inference. In the experimental section the proposed approach is tested on synthetically degraded images with different levels of spatial activity and areas with different types of texture. Since the proposed method depends on a set of parameters, an analysis, about their impact on the final restorations, is carried out.
机译:本文介绍了一种新的图像先验组合,并将其应用于贝叶斯图像复原。总变化(TV)图像先验保留了边缘结构,同时在解决方案上增加了平滑度。但是,它在有纹理的区域效果不佳。为了缓解这个问题,我们建议先将电视与泊松奇异积分(PSI)图像结合起来,这样才能保留图像纹理。所提出的方法利用基于最小化原理的电视图像模型的边界,并执行最大的后验贝叶斯推断。在实验部分,对具有不同水平空间活动和具有不同纹理类型的区域的合成退化图像进行了测试。由于所提出的方法取决于一组参数,因此需要对其参数对最终修复体的影响进行分析。

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