🤖 AI Summary
This paper addresses the challenging single-step image super-resolution (SR) problem under unknown, complex degradations encountered in real-world scenarios. We propose an end-to-end, high-fidelity single-step SR method. Our key contributions are threefold: (1) a novel dual-discriminator architecture that enforces distribution alignment separately in both low- and high-resolution domains; (2) a learnable diffusion-based degradation model that explicitly captures the diversity of realistic degradations; and (3) a diffusion-prior-guided knowledge distillation strategy that enables a single-step denoising network to approach the reconstruction quality of multi-step diffusion models. Extensive experiments on real-world and face SR benchmarks demonstrate significant improvements over state-of-the-art methods: notable gains in PSNR and SSIM, over 100× faster inference speed, and reconstruction fidelity comparable to iterative diffusion-based approaches.
📝 Abstract
Super-resolution methods are increasingly becoming popular for both real-world and face-specific tasks. Many existing approaches, however, rely on simplistic degradation models, which limits their ability to handle complex and unknown degradation patterns effectively. While diffusion-based super-resolution techniques have recently shown impressive results, they are still constrained by the need for numerous inference steps. To address this, we propose TDDSR, an efficient single-step diffusion-based super-resolution method. Our method, distilled from a pre-trained teacher model and based on a diffusion network, performs super-resolution in a single step. It integrates a learnable diffusion-based downsampler to capture diverse degradation patterns and employs two discriminators, one for high-resolution and one for low-resolution images, to enhance the overall performance. Experimental results demonstrate its effectiveness across real-world and face-specific SR tasks, achieving performance beyond other state-of-the-art models and comparable to previous diffusion methods with multiple sampling steps.