Next-Scale Prediction: A Self-Supervised Approach for Real-World Image Denoising
Yiwen Shan, Haiyu Zhao, Peng Hu, Xi Peng, Yuanbiao Gou
TL;DR
NSP introduces Next-Scale Prediction, a self-supervised framework that decouples noise decorrelation from detail preservation for real-world image denoising. By constructing cross-scale training pairs from large PD downsampling, a BSN learns to denoise at a coarse scale while predicting higher-scale targets to recover fine details, achieving state-of-the-art self-supervised performance and enabling by-product super-resolution. A data-pair construction strategy preserves spatial structure and blocks cross-scale noise correlations, with a lightweight BSN modification to support scale transformation. Extensive experiments on real-world benchmarks demonstrate superior denoising quality and reliable restoration of details, underscoring NSP's practical impact for real-world imaging pipelines and potential for high-fidelity SR without retraining.
Abstract
Self-supervised real-world image denoising remains a fundamental challenge, arising from the antagonistic trade-off between decorrelating spatially structured noise and preserving high-frequency details. Existing blind-spot network (BSN) methods rely on pixel-shuffle downsampling (PD) to decorrelate noise, but aggressive downsampling fragments fine structures, while milder downsampling fails to remove correlated noise. To address this, we introduce Next-Scale Prediction (NSP), a novel self-supervised paradigm that decouples noise decorrelation from detail preservation. NSP constructs cross-scale training pairs, where BSN takes low-resolution, fully decorrelated sub-images as input to predict high-resolution targets that retain fine details. As a by-product, NSP naturally supports super-resolution of noisy images without retraining or modification. Extensive experiments demonstrate that NSP achieves state-of-the-art self-supervised denoising performance on real-world benchmarks, significantly alleviating the long-standing conflict between noise decorrelation and detail preservation.
