CVMar 1, 2023

Unlimited-Size Diffusion Restoration

Peking U
arXiv:2303.00354v117 citationsh-index: 12Has Code
Originality Incremental advance
AI Analysis

This addresses a practical limitation in diffusion-based image restoration for real-world applications, though it is incremental as it builds on existing zero-shot methods.

The paper tackles the problem of applying diffusion-based zero-shot image restoration methods to images of arbitrary sizes, which current methods only handle fixed sizes, and achieves this by proposing Mask-Shift Restoration and Hierarchical Restoration to maintain zero-shot characteristics without artifacts.

Recently, using diffusion models for zero-shot image restoration (IR) has become a new hot paradigm. This type of method only needs to use the pre-trained off-the-shelf diffusion models, without any finetuning, and can directly handle various IR tasks. The upper limit of the restoration performance depends on the pre-trained diffusion models, which are in rapid evolution. However, current methods only discuss how to deal with fixed-size images, but dealing with images of arbitrary sizes is very important for practical applications. This paper focuses on how to use those diffusion-based zero-shot IR methods to deal with any size while maintaining the excellent characteristics of zero-shot. A simple way to solve arbitrary size is to divide it into fixed-size patches and solve each patch independently. But this may yield significant artifacts since it neither considers the global semantics of all patches nor the local information of adjacent patches. Inspired by the Range-Null space Decomposition, we propose the Mask-Shift Restoration to address local incoherence and propose the Hierarchical Restoration to alleviate out-of-domain issues. Our simple, parameter-free approaches can be used not only for image restoration but also for image generation of unlimited sizes, with the potential to be a general tool for diffusion models. Code: https://github.com/wyhuai/DDNM/tree/main/hq_demo

Code Implementations1 repo
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