Frequency Decomposition Network for Fast Joint Image Demosaic, Denoising and Super-Resolution

Guangxiao Niu
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Abstract

Image denoising (DN), demosaicing (DM) and super-resolution (SR) are the key tasks of the low-level vision. Joint demosaicing, denoising and Super-resolution (JDDSR) can effectively improve the image quality. However, the previous methods explored the feasibility of tasks more than the characteristics of DM, DN and SR. Meanwhile, the joint training also brought computational burden and the three tasks process information at different frequencies. DN and DM pay more attention to low-frequency (LF) information, while SR is used to recover the lost high-frequency (HF) information. In this work, we use the way of Laplace pyramid to separate the HF and LF of the image, and use different branches to learn the information of different frequencies. In order to reduce the computational burden, we redesign the network architecture and use the form of non-parametric up-sampling to generate the results. Experiments demonstrate that our method can achieve results similar to existing methods with very small computational effort and storage.
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快速联合图像去噪和超分辨率的频率分解网络
图像去噪(DN)、去马赛克(DM)和超分辨率(SR)是低层次视觉的关键任务。联合去马赛克、去噪和超分辨率(JDDSR)可以有效地提高图像质量。然而,以往的方法探索的任务的可行性不仅仅是DM、DN和sr的特点,同时,联合训练也带来了计算负担,三种任务处理的信息频率不同。DN和DM更关注低频(LF)信息,而SR则用于恢复丢失的高频(HF)信息。在这项工作中,我们使用拉普拉斯金字塔的方式分离图像的高频和低频,并使用不同的分支来学习不同频率的信息。为了减少计算量,我们重新设计了网络结构,并采用非参数上采样的形式来生成结果。实验表明,该方法可以在很小的计算量和存储空间下获得与现有方法相似的结果。
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