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Robust Prior Update (RPU): Reducing Hallucination in Diffusion-Based Inverse Problem Solvers

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[Submitted on 1 Jun 2026]

1d ago· 2 min readenInsight

Summary

This paper introduces Robust Prior Update (RPU), a module for diffusion-based inverse problem solvers that addresses measurement-conditioned hallucination—where reconstructed images appear realistic but contain details inconsistent with the actual measurements. The authors analyze how hallucinated content enters through the prior update step before measurement correction is applied. RPU probes the local stability of the diffusion prior update, re-anchors the displacement at the current iterate, and leaves measurement updates unchanged. Evaluated on FFHQ and ImageNet datasets using DPS, RPU shows improvements in PSNR and LPIPS metrics across inpainting and deblurring tasks, with human faithfulness studies showing 91.9% blind non-tie majority preferences on FFHQ box inpainting.

Key quotes

· 5 pulled
Diffusion-based inverse problem solvers can produce realistic reconstructions, but realism alone does not ensure that the recovered details are supported by the measurement.
Our analysis separates Bayes-rule-based diffusion inverse solvers into a prior update and a measurement-conditioning step, showing that hallucinated content can enter through the prior-side proposal before the measurement correction is applied.
We propose Robust Prior Update (RPU), a solver-level module that probes the local stability of the diffusion prior update, re-anchors the resulting displacement at the current iterate, and leaves the measurement update unchanged.
In human judgments, RPU receives 91.9% of blind non-tie majority preferences and 91.1% of ground-truth-assisted non-tie preferences on FFHQ box inpainting.
These results support a targeted claim: robustifying the prior update can improve instance faithfulness in diffusion inverse solvers, especially when the prior shapes weakly constrained content.
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Diffusion-based inverse problem solvers can produce realistic reconstructions, but realism alone does not ensure that the recovered details are supported by the measurement. We study this failure as measurement-conditioned hallucination: visually meaningf

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