The content discusses a novel diffusion model for image restoration that reduces the required number of sampling steps. It introduces a noise schedule to control shifting speed and noise strength, achieving superior results in various image restoration tasks like super-resolution and inpainting.
Existing diffusion-based methods are limited by the inefficiency of hundreds or thousands of sampling steps during inference. The proposed method addresses this issue by establishing a Markov chain that efficiently transitions between high-quality and low-quality images by shifting residuals.
Extensive experimental evaluations demonstrate the effectiveness of the proposed method in achieving appealing results with only four sampling steps. The model outperforms current state-of-the-art methods in tasks like image super-resolution, inpainting, and blind face restoration.
The study also explores the impact of hyperparameters such as T (number of diffusion steps), p (shifting speed control), and κ (noise strength) on the performance of the model. Different configurations are analyzed to find a balance between fidelity and perceptual quality in image restoration.
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