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Blind Super-Resolution from Images with Non-Translational Motion

机译:非平移图像的盲超分辨率

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摘要

Multi-frame Super-Resolution (SR) techniques obtain a high resolution (HR) image by fusing multiple low-resolution (LR) observations. The image acquisition process of SR is modeled as an original HR image being warped, blurred, down-sampled and added with noise to generate LR images. Motion (presented as warping) produces multiple observations of the same scene, attaining the sampling diversity which is the key to SR. While the translational warping is easy to handle, non-translational warping is more difficult because when registering all LR images to a HR grid, the sample pattern is non-periodic. Existing methods for SR with non-translational warping are either troubled by artifacts or very slow. We present a regularized SR reconstruction method to solve the SR problem under non-translational motion. The warping is implemented as an image operator, the same as blurring and down-sampling operators. All the operators are incorporated in one cost function and are implemented efficiently using fast parallel methods, without creating large matrices. Experimental results show the effectiveness of the proposed method. In this part of dissertation, the blurring function is assumed to be known, however this method is the foundation of the following part, the blind SR under non-translational motion.;The next part of the dissertation presents a blind SR framework that can estimate the image and the blurring point spread function (PSF) simultaneously. In such a framework, the alternating minimization (AM) scheme is adopted, where the PSF and image are estimated in an alternating way. The blind estimation may result in a trivial solution (PSF is delta and HR image is blurry). To push the iteration toward the true solutions, an L0 gradient minimization is implemented on the current estimated HR image in each iteration. The L0 gradient minimized image contains only salient edges and can mimic the unknown sharp image for PSF estimation. When estimating the PSF, the original cost function needs manipulations to make the PSF explicit. It is straightforward for translation case, but very difficult for non-translational motion model, because the warping and the blur are not commutable anymore. To tackle this problem, the warped image is used directly and the warping is not considered as a separate operator, which avoids the non-commutable issue in PSF estimation. Another advantage of this approach is its ability to handle the variable PSF-problem, which is common when the image acquisition conditions are different among the LR images, for example the video frames with occasional motion blur or the images captured by different cameras. Experimental results suggest the effectiveness of the proposed method in all scenarios.;Based on L0 gradient minimization and different observation model selections for image and PSF estimation, we introduce a blind estimation framework that solves the challenging blind SR under non-translational motion problem. The promising experimental results suggest that the proposed method outperforms state-of-the-art methods in both fix-PSF and variable-PSF conditions.
机译:多帧超分辨率(SR)技术通过融合多个低分辨率(LR)观测值来获得高分辨率(HR)图像。 SR的图像获取过程被建模为原始HR图像被扭曲,模糊,下采样并添加了噪声以生成LR图像。运动(表示为翘曲)可对同一场景进行多次观察,从而获得采样分集,这是SR的关键。虽然平移变形易于处理,但非平移变形更困难,因为将所有LR图像注册到HR网格时,样本模式是非周期性的。现有的具有非平移翘曲的SR方法要么受伪影困扰,要么非常缓慢。我们提出一种正规的SR重建方法来解决非平移运动下的SR问题。变形被实现为图像运算符,与模糊和下采样运算符相同。所有运算符都包含在一个成本函数中,并且可以使用快速并行方法有效实现,而无需创建大型矩阵。实验结果表明了该方法的有效性。在本文的这一部分中,假定模糊函数是已知的,但是该方法是以下部分的基础,即非平移运动下的盲态SR。论文的下一部分提出了一种可以估计的盲态SR框架。图像和模糊点扩展功能(PSF)同时进行。在这样的框架中,采用交替最小化(AM)方案,其中以交替的方式估计PSF和图像。盲估计可能会导致平凡的解决方案(PSF为增量,HR图像模糊)。为了将迭代推向真正的解,在每次迭代中对当前估计的HR图像实施L0梯度最小化。 L0梯度最小化图像仅包含显着边缘,并且可以模仿未知的清晰图像进行PSF估计。估算PSF时,原始成本函数需要进行处理以使PSF明确。对于平移情况来说很简单,但对于非平移运动模型而言却非常困难,因为翘曲和模糊不再可互换。为了解决这个问题,直接使用了扭曲图像,并且不将扭曲视为单独的算子,从而避免了PSF估计中不可交换的问题。此方法的另一个优点是它具有处理可变PSF问题的能力,当LR图像之间的图像获取条件不同时(例如偶尔运动模糊的视频帧或由不同相机捕获的图像),这是常见的。实验结果证明了该方法在所有场景下的有效性。基于L0梯度最小化和图像和PSF估计的不同观察模型选择,我们引入了一种盲估计框架,该框架解决了非平移运动问题下具有挑战性的盲SR。有希望的实验结果表明,在固定PSF和可变PSF条件下,所提出的方法均优于最新方法。

著录项

  • 作者

    Li, Ting.;

  • 作者单位

    Southern Methodist University.;

  • 授予单位 Southern Methodist University.;
  • 学科 Electrical engineering.;Engineering.
  • 学位 Ph.D.
  • 年度 2017
  • 页码 125 p.
  • 总页数 125
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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