Prototype Clustered Diffusion Models for Versatile Inverse Problems
Jinghao Zhang, Zizheng Yang, Qi Zhu, Feng Zhao

TL;DR
This paper introduces Prototype Clustered Diffusion Models that leverage restoration-based likelihoods and prototypes to improve inverse problem solving, offering adaptable, realistic, and versatile solutions across various applications.
Contribution
It proposes a novel probabilistic framework extending deterministic models to clustered processes with prototypes, enabling flexible, restoration-guided inverse problem solutions.
Findings
Effective in image dehazing, rain streak removal, and motion deblurring
Outperforms existing methods in sample quality and realism
Provides adaptable control over deterioration processes
Abstract
Diffusion models have made remarkable progress in solving various inverse problems, attributing to the generative modeling capability of the data manifold. Posterior sampling from the conditional score function enable the precious data consistency certified by the measurement-based likelihood term. However, most prevailing approaches confined to the deterministic deterioration process of the measurement model, regardless of capricious unpredictable disturbance in real-world sceneries. To address this obstacle, we show that the measurement-based likelihood can be renovated with restoration-based likelihood via the opposite probabilistic graphic direction, licencing the patronage of various off-the-shelf restoration models and extending the strictly deterministic deterioration process to adaptable clustered processes with the supposed prototype, in what we call restorer guidance.…
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Taxonomy
TopicsRadiative Heat Transfer Studies · Numerical methods in inverse problems
