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Sparse representation of a blur kernel for out-of-focus blind image restoration

机译:用于远焦盲图像恢复的模糊内核的稀疏表示

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Blind image restoration is a non-convex problem which involves restoration of images from an unknown blur kernel. The factors affecting the performance of this restoration are how much prior information about an image and a blur kernel are provided and what algorithm is used to perform the restoration task. Prior information on images is often employed to restore the sharpness of the edges of an image. However, no consensus is present regarding what prior information to use in restoring from a blur kernel due to complex image blurring processes. In this paper, we propose modelling of a blur kernel as a sparse linear combinations of basic 2-D patterns. Our approach has a competitive edge over the existing blur kernel modelling methods because our method has the flexibility to customize the dictionary design, which makes it well-adaptive to a variety of applications. As a demonstration, we construct a dictionary formed by basic patterns derived from the Kronecker product of Gaussian sequences. We also compare our results with those derived by other state-of-the-art methods, in terms of improvement SNR (ISNR).
机译:盲图像恢复是一种非凸面问题,涉及从未知的模糊内核恢复图像。影响该恢复性能的因素是提供了有关图像和模糊内核的现有信息的数量,并且使用哪些算法执行恢复任务。关于图像的现有信息通常用于恢复图像边缘的锐度。然而,由于复杂的图像模糊过程,在模糊内核中使用的情况下没有达成共识。在本文中,我们将模糊内核的建模建模为基本二维图案的稀疏线性组合。我们的方法在现有的模糊内核建模方法上具有竞争优势,因为我们的方法具有自定义字典设计的灵活性,这使得它适应各种应用。作为演示,我们构建由高斯序列的Kronecker产品的基本模式形成的字典。我们还将我们的结果与其他最先进的方法的结果进行比较,就改进了SNR(ISNR)。

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