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Single Image Super-Resolution via Adaptive Transform-Based Nonlocal Self-Similarity Modeling and Learning-Based Gradient Regularization

机译:通过基于自适应变换的非局部自相似性建模和基于学习的梯度正则化实现单图像超分辨率

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摘要

Single image super-resolution (SISR) is a challenging work, which aims to recover the missing information in an observed low-resolution (LR) image and generate the corresponding high-resolution (HR) version. As the SISR problem is severely ill-conditioned, effective prior knowledge of HR images is necessary to well pose the HR estimation. In this paper, an effective SISR method is proposed via the local structure-adaptive transform-based nonlocal self-similarity modeling and learning-based gradient regularization (LSNSGR). The LSNSGR exploits both the natural and learned priors of HR images, thus integrating the merits of conventional reconstruction-based and learning-based SISR algorithms. More specifically, on the one hand, we characterize nonlocal self-similarity prior (natural prior) in transform domain by using the designed local structure-adaptive transform; on the other hand, the gradient prior (learned prior) is learned via the jointly optimized regression model. The former prior is effective in suppressing visual artifacts, while the latter performs well in recovering sharp edges and fine structures. By incorporating the two complementary priors into the maximum a posteriori-based reconstruction framework, we optimize a hybrid L1- and L2-regularized minimization problem to achieve an estimation of the desired HR image. Extensive experimental results suggest that the proposed LSNSGR produces better HR estimations than many state-of-the-art works in terms of both perceptual and quantitative evaluations.
机译:单图像超分辨率(SISR)是一项具有挑战性的工作,旨在恢复观察到的低分辨率(LR)图像中丢失的信息并生成相应的高分辨率(HR)版本。由于SISR问题病情严重,因此需要有效的HR图像先验知识才能很好地提出HR估计。通过基于局部结构自适应变换的非局部自相似建模和基于学习的梯度正则化(LSNSGR),提出了一种有效的SISR方法。 LSNSGR利用HR图像的自然先验和先验先验,从而整合了传统基于重建和基于学习的SISR算法的优点。更具体地说,一方面,通过使用设计的局部结构自适应变换来表征变换域中的非局部自相似先验(自然先验);另一方面,通过联合优化的回归模型学习梯度先验(学习的先验)。前者在抑制视觉伪像方面有效,而后者在恢复锐利边缘和精细结构方面表现良好。通过将两个互补先验合并到最大的基于后验的重建框架中,我们优化了混合的L1和L2正则化最小化问题,以实现对所需HR图像的估计。大量的实验结果表明,就感知和定量评估而言,拟议的LSNSGR所产生的HR估算值比许多最新技术更好。

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