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Test-time Scaling of Diffusions with Flow Maps

NeurIPS 2026 · Image generation › Fast diffusion sampling · approach: Fast diffusion ODE solvers · 0 citations (OpenAlex)

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Proposes Flow Map Trajectory Tilting (FMTT), which uses a flow map's look-ahead to tilt diffusion/flow sampling toward a reward, with exact importance weights via a Jarzynski/SMC scheme or top-n search, and applies it to FLUX-distilled flow maps with VLM rewards.

Problem

Test-time reward guidance of diffusion/flow models requires a reward defined only on clean terminal samples, so gradient-based tilting needs a look-ahead prediction of the endpoint; denoiser-based look-ahead is inaccurate at early noise levels.

Approach

Use a two-time flow map X_{t,1} as the exact look-ahead inside the reward, tilt the SDE with the gradient of r(X_{t,1}), and show the Jarzynski importance weights reduce to the simple integral of the reward along the look-ahead trajectory.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: MNIST GenEval UniGenBench++

Benchmarks: GenEval UniGenBench++ MNIST tilted sampling

Metrics: GenEval mean score UniGenBench++ overall score NFE average reward thermodynamic length

Baselines: Best-of-N Multi-Best-of-N Beam search ReNO FLUX.1-dev 1-step denoiser look-ahead

Builds on: flow matching stochastic interpolants Align Your Flow ReNO Jarzynski equality

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