用于图像降尺度的哈密顿缩放网络

Y. Chen, Xi Xiao, Tao Dai, Shutao Xia
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引用次数: 6

摘要

图像降尺度已经成为图像处理中的一个经典问题,最近与图像超分辨率(SR)联系在一起,SR是由预定的降尺度核(如双三次)生成的低分辨率图像恢复高质量图像。然而,现有的图像降尺度方法大多是确定性的,在降尺度过程中会丢失信息,很少针对图像sr设计具体的降尺度方法。本文提出了一种新的基于学习的图像降尺度方法——哈密顿重尺度网络(HRNet)。HRNet的设计基于哈密顿系统的离散化,这是一对迭代更新方程,它建立了一种迭代修正图像或特征降尺度过程中信息缺失导致的误差的机制。大量的实验证明了我们提出的方法在定量和定性结果方面的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hrnet: Hamiltonian Rescaling Network for Image Downscaling
Image downscaling has become a classical problem in image processing and has recently connected to image super-resolution (SR), which restores high-quality images from low-resolution ones generated by predetermined downscaling kernels (e.g., bicubic). However, most existing image downscaling methods are deterministic and lose information during the downscaling process, while rarely designing specific downscaling methods for image SR. In this paper, we propose a novel learning-based image downscaling method, Hamiltonian Rescaling Network (HRNet). The design of HRNet is based on the discretization of Hamiltonian System, a pair of iterative updating equations, which formulate a mechanism of iterative correction of the error caused by information missing during image or feature downscaling. Extensive experiments demonstrate the effectiveness of our proposed method in terms of both quantitative and qualitative results.
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