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This research introduces Truncated Jump Sampling (TJS), a training-free method that accelerates diffusion model inference by leveraging endpoint decodability to estimate clean samples earlier in the sampling trajectory. By stopping ODE samplers at an early-exit time, TJS reduces neural function evaluations by 20–70% across various models without requiring retraining or architectural changes. The approach offers a practical pathway for deploying high-quality generative AI on resource-constrained endpoints while maintaining near-matched output quality.
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x-Prediction Is All You Need:Training-Free Accelerated Generation via Endpoint Decodability

arXiv2 min read

arXiv:2607.06114v3 Announce Type: replace Abstract: Diffusion and flow matching models generate high-quality samples, but their ODE samplers often need tens to hundreds of neural function evaluations (NFEs). This remains a practical challenge for released checkpoints, since many accelerators require additional design choices and training cost through retraining, distillation, or trajectory redesign. We investigate a different route based on $x$-prediction. During sampling, standard affine probability paths already expose $x_0$ information: an intermediate state and its path velocity determine a principled estimate of the clean sample. We formalize this property as \textbf{endpoint decodability} and show that the decoder is the minimum-MSE estimator $\mathbb{E}[x_0\mid x_t]$ under the usual $\ell_2$ objective. This yields \textbf{Truncated Jump Sampling} (TJS): stop the ODE at an early-exit time $t^*$ and return the decoded $x_0$. TJS requires no retraining, distillation, or architecture change. Across SDXL, SD3.5M, Z-Image-Turbo, and three class-conditional benchmarks, it reduces NFEs by 20--70\% with near-matched quality. The analysis also shows why endpoint prediction can work without straightening the trajectory, providing inference acceleration without trajectory redesign.

Abstract:Diffusion and flow matching models generate high-quality samples, but their ODE samplers often need tens to hundreds of neural function evaluations (NFEs). This remains a practical challenge for released checkpoints, since many accelerators require additional design choices and training cost through retraining, distillation, or trajectory redesign. We investigate a different route based on $x$-prediction. During sampling, standard affine probability paths already expose $x_0$ information: an intermediate state and its path velocity determine a principled estimate of the clean sample. We formalize this property as \textbf{endpoint decodability} and show that the decoder is the minimum-MSE estimator $\mathbb{E}[x_0\mid x_t]$ under the usual $\ell_2$ objective. This yields \textbf{Truncated Jump Sampling} (TJS): stop the ODE at an early-exit time $t^*$ and return the decoded $x_0$. TJS requires no retraining, distillation, or architecture change. Across SDXL, SD3.5M, Z-Image-Turbo, and three class-conditional benchmarks, it reduces NFEs by 20--70\% with near-matched quality. The analysis also shows why endpoint prediction can work without straightening the trajectory, providing inference acceleration without trajectory redesign.

Machine Learning (cs.LG); Artificial Intelligence (cs.AI)

arXiv:2607.06114 [cs.LG]

(or arXiv:2607.06114v3 [cs.LG] for this version)

https://doi.org/10.48550/arXiv.2607.06114 Focus to learn more arXiv-issued DOI via DataCite

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Full text under the publisher's open licence · 259 words

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