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Kernel Adversarial Learning for Real-world Image Super-resolution

Hu Wang, Congbo Ma, Jianpeng Zhang, Wei Emma Zhang, Gustavo Carneiro

TL;DR

A more realistic process to synthesise low-resolution images for real-world image SR by introducing a new Kernel Adversarial Learning Super-resolution (KASR) framework, where degradation kernels and noises are adaptively modelled rather than explicitly specified.

Abstract

Current deep image super-resolution (SR) approaches aim to restore high-resolution images from down-sampled images or by assuming degradation from simple Gaussian kernels and additive noises. However, these techniques only assume crude approximations of the real-world image degradation process, which should involve complex kernels and noise patterns that are difficult to model using simple assumptions. In this paper, we propose a more realistic process to synthesise low-resolution images for real-world image SR by introducing a new Kernel Adversarial Learning Super-resolution (KASR) framework. In the proposed framework, degradation kernels and noises are adaptively modelled rather than explicitly specified. Moreover, we also propose a high-frequency selective objective and an iterative supervision process to further boost the model SR reconstruction accuracy. Extensive experiments validate the effectiveness of the proposed framework on real-world datasets.

Kernel Adversarial Learning for Real-world Image Super-resolution

TL;DR

A more realistic process to synthesise low-resolution images for real-world image SR by introducing a new Kernel Adversarial Learning Super-resolution (KASR) framework, where degradation kernels and noises are adaptively modelled rather than explicitly specified.

Abstract

Current deep image super-resolution (SR) approaches aim to restore high-resolution images from down-sampled images or by assuming degradation from simple Gaussian kernels and additive noises. However, these techniques only assume crude approximations of the real-world image degradation process, which should involve complex kernels and noise patterns that are difficult to model using simple assumptions. In this paper, we propose a more realistic process to synthesise low-resolution images for real-world image SR by introducing a new Kernel Adversarial Learning Super-resolution (KASR) framework. In the proposed framework, degradation kernels and noises are adaptively modelled rather than explicitly specified. Moreover, we also propose a high-frequency selective objective and an iterative supervision process to further boost the model SR reconstruction accuracy. Extensive experiments validate the effectiveness of the proposed framework on real-world datasets.

Paper Structure

This paper contains 14 sections, 7 equations, 5 figures, 10 tables, 1 algorithm.

Figures (5)

  • Figure 1: Intuitive visualisation of the original LR image and degraded LR image produced by the KASR model. The image in (c) highlights (in pink) the differences between the original low-resolution image in (a) and the LR image down-sampled by the proposed KASR model in (b). Notice that the differences are mainly due to colour changes combined with some texture distortions.
  • Figure 2: The overall framework of the proposed KASR framework. The framework consists of three parts: (a) the Kernel Adversarial Noise Simulation (KANS) to adaptively simulate the image degradation process; (b) the High-frequency Selective Objective to force the model to focus on high-frequency regions within images due to the higher importance placed in the image regions containing high-frequency for the SR task; and (c) the stacking of multiple KANS modules, where the Iterative Supervision (IS) can leverage the supervision signals to accurately refine the SR image reconstruction.
  • Figure 3: Illustration of the differences between original images $I_{LR}$ and KASR produced images $I'_{LR}$.
  • Figure 4: Visual comparison between the original HR image, Bicubic interpolation, RCAN and our proposed KASR model.
  • Figure 5: Visual comparison between the original HR image, Bicubic interpolation, Noise-injection and the proposed model.