🤖 AI Summary
This work addresses the challenge of arbitrary-scale super-resolution, where performance degrades significantly when the inference scale lies outside the training distribution, leading to noise amplification, blurring, and artifact accumulation. To mitigate this cross-scale distribution shift, we propose CASR, a recurrent framework that decomposes large upscaling factors into a sequence of in-distribution scale transitions, enabling stable arbitrary-scale super-resolution with a single model. The core innovations include a Structure Distribution Alignment Module (SDAM) based on superpixel aggregation to suppress error propagation, and a Texture Restoration Module (SARM) that integrates self-attention with low-resolution self-similarity priors to enhance high-frequency details. Extensive experiments demonstrate that our approach effectively alleviates distribution drift, preserves long-range texture consistency, and exhibits strong generalization even under extreme upscaling factors.
📝 Abstract
Arbitrary-Scale SR (ASISR) remains fundamentally limited by cross-scale distribution shift: once the inference scale leaves the training range, noise, blur, and artifacts accumulate sharply. We revisit this challenge from a cross-scale distribution transition perspective and propose CASR, a simple yet highly efficient cyclic SR framework that reformulates ultra-magnification as a sequence of in-distribution scale transitions. This design ensures stable inference at arbitrary scales while requiring only a single model. CASR tackles two major bottlenecks: distribution drift across iterations and patch-wise diffusion inconsistencies. The proposed SDAM module aligns structural distributions via superpixel aggregation, preventing error accumulation, while SARM module restores high-frequency textures by enforcing autocorrelation and embedding LR self-similarity priors. Despite using only a single model, our approach significantly reduces distribution drift, preserves long-range texture consistency, and achieves superior generalization even at extreme magnification.