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Supplementary S.1 NetworkDetails

Neural Information Processing Systems

More specifically, one lossisLalpha = C 1 thatencourages aminimal alpha mask butmight result inagrainymask, so the other loss isLdiv = d, i.e., minimizing the divergence of the distance field to achieve more smooth/continuous alphamask.




Weak Diffusion Priors Can Still Achieve Strong Inverse-Problem Performance

Jia, Jing, Yuan, Wei, Liu, Sifan, Shen, Liyue, Wang, Guanyang

arXiv.org Machine Learning

Can a diffusion model trained on bedrooms recover human faces? Diffusion models are widely used as priors for inverse problems, but standard approaches usually assume a high-fidelity model trained on data that closely match the unknown signal. In practice, one often must use a mismatched or low-fidelity diffusion prior. Surprisingly, these weak priors often perform nearly as well as full-strength, in-domain baselines. We study when and why inverse solvers are robust to weak diffusion priors. Through extensive experiments, we find that weak priors succeed when measurements are highly informative (e.g., many observed pixels), and we identify regimes where they fail. Our theory, based on Bayesian consistency, gives conditions under which high-dimensional measurements make the posterior concentrate near the true signal. These results provide a principled justification on when weak diffusion priors can be used reliably.


Optical diffraction neural networks assisted computational ghost imaging through dynamic scattering media

Li, Yue-Gang, Zheng, Ze, Wang, Jun-jie, He, Ming, Fan, Jianping, Xiao, Tailong, Zeng, Guihua

arXiv.org Artificial Intelligence

Ghost imaging leverages a single-pixel detector with no spatial resolution to acquire object echo intensity signals, which are correlated with illumination patterns to reconstruct an image. This architecture inherently mitigates scattering interference between the object and the detector but sensitive to scattering between the light source and the object. To address this challenge, we propose an optical diffraction neural networks (ODNNs) assisted ghost imaging method for imaging through dynamic scattering media. In our scheme, a set of fixed ODNNs, trained on simulated datasets, is incorporated into the experimental optical path to actively correct random distortions induced by dynamic scattering media. Experimental validation using rotating single-layer and double-layer ground glass confirms the feasibility and effectiveness of our approach. Furthermore, our scheme can also be combined with physics-prior-based reconstruction algorithms, enabling high-quality imaging under undersampled conditions. This work demonstrates a novel strategy for imaging through dynamic scattering media, which can be extended to other imaging systems.