PnP-CF: A Consensus Flow-Matching Solver for General Inverse Problems
We revisit a recently introduced flow-based PnP framework, which we refer to as PnP-CF (Consensus Flow), and extend its application to nonlinear inverse problems, including those with learned neural-network forward operators.
ProofPaper ↗
Key points
- Plug-and-Play (PnP) methods using continuous-time deep generative models as learned data distribution priors enable synthesizing high-quality solutions of model-based inverse problems.
- The quality of the solutions depends critically on the interplay and consensus between the inverse problem solver and the generative model sampler.
- PnP-CF combines a flow-matching denoiser with (i) ADMM-like dual variable updates and (ii) a time-adaptive pullback onto the intermediate flow probability path that combines a stochastic and a deterministic component.
Sources (1)
- [1]PnP-CF: A Consensus Flow-Matching Solver for General Inverse ProblemsarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 19, 08:23 AM
We revisit a recently introduced flow-based PnP framework, which we refer to as PnP-CF (Consensus Flow), and extend its application to nonlinear inverse problems, including those with learned neural-network forward operators.
Plug-and-Play (PnP) methods using continuous-time deep generative models as learned data distribution priors enable synthesizing high-quality solutions of model-based inverse problems.
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