TL;DR
ETC is a training-free framework that accelerates diffusion models by ensuring denoising trend consistency and error control, significantly reducing sampling time with minimal quality loss.
Contribution
Introduces Error-aware Trend Consistency (ETC), a novel method that maintains trajectory stability and error tolerance in diffusion model acceleration without retraining.
Findings
Achieves 2.65x faster sampling compared to FLUX.
Maintains high consistency with only slight SSIM score degradation.
Demonstrates effective error control and trend prediction in diffusion trajectories.
Abstract
Diffusion models have achieved remarkable generative quality but remain bottlenecked by costly iterative sampling. Recent training-free methods accelerate diffusion process by reusing model outputs. However, these methods ignore denoising trends and lack error control for model-specific tolerance, leading to trajectory deviations under multi-step reuse and exacerbating inconsistencies in the generated results. To address these issues, we introduce Error-aware Trend Consistency (ETC), a framework that (1) introduces a consistent trend predictor that leverages the smooth continuity of diffusion trajectories, projecting historical denoising patterns into stable future directions and progressively distributing them across multiple approximation steps to achieve acceleration without deviating; (2) proposes a model-specific error tolerance search mechanism that derives corrective thresholds…
Peer Reviews
Decision·Submitted to ICLR 2026
- The idea of leveraging historical denoising trajectories to stabilize trend prediction and adaptively control approximation frequency is well-motivated, addressing instability in multi-step reuse methods. - The evaluation performed with several different diffusion models with different domains is extensive and impressive, showing the scalability of the proposed approach
- The contribution is incremental in nature, in this submission an acceleration method is proposed that combines several observations to reduce the number of inference steps necessary to denoise the output. At the same time, evaluation and comparison to other methods does not include more complex approaches as for example second order denoising methods (DPM solver). - In the presented comparison it seems that the proposed approach slightly outperforms evaluated approaches, but often providing hi
- Practical, training-free modification; no retraining or distillation required. - Conceptual advance over step-wise reuse: uses all-history, smoothed trend prediction rather than just the latest pair; progressive distribution mitigates drift during multi-step reuse. - Adaptive skip length via a model-specific tolerance, more robust than fixed global thresholds. - Cross-modality and cross-backbone evaluation (image/video/audio) with consistent speed vs. quality improvements; strong empirical app
- It seems that the main results of the paper rely on the assumption that $\epsilon_\theta(x,t,c)$ changes smoothly in $x$ and $t$, but this isn’t formally proven here. That’s fine for an empirical paper, yet it means there’s no hard guarantee, but only evidence from experiments. - Algorithm/equation mismatch: There is a mismatch on the usage on the usage of delta in text and in the pseudo algorithm. It is not clear which one is implemented and it seems that it would make a difference in results
1. The paper is clearly written. 2. The approach requires no retraining and no architectural changes, yet shows consistent gains across diverse generation task.
1. The error threshold is obtained through offline search. Its robustness to new resolutions, schedulers, or unseen models is unclear. An online or learned adaptation mechanism may strengthen the claim of generality. 2. The proposed trend-reuse idea is conceptually close to TeaCache and SADA, and its two-phase treatment of the denoising trajectory ( semantic-planning vs. quality-refinement ) resembles the block-specific reuse strategy in BlockDance. However, the paper gives little theoretical
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