TC-Pad\'e: Trajectory-Consistent Pad\'e Approximation for Diffusion Acceleration
Benlei Cui, Shaoxuan He, Bukun Huang, Zhizeng Ye, Yunyun Sun, Longtao Huang, Hui Xue, Yang Yang, Jingqun Tang, Zhou Zhao, Haiwen Hong

TL;DR
The paper introduces TC-Padé, a novel Padé approximation-based framework that accelerates diffusion model sampling by accurately modeling feature evolution, especially in low-step regimes, outperforming existing caching methods.
Contribution
It proposes a trajectory-consistent Padé approximation method with adaptive and step-aware strategies for stable, high-quality diffusion sampling at reduced steps.
Findings
Achieves 2.88x acceleration on FLUX.1-dev
Achieves 1.72x acceleration on Wan2.1
Maintains high quality across multiple metrics
Abstract
Despite achieving state-of-the-art generation quality, diffusion models are hindered by the substantial computational burden of their iterative sampling process. While feature caching techniques achieve effective acceleration at higher step counts (e.g., 50 steps), they exhibit critical limitations in the practical low-step regime of 20-30 steps. As the interval between steps increases, polynomial-based extrapolators like TaylorSeer suffer from error accumulation and trajectory drift. Meanwhile, conventional caching strategies often overlook the distinct dynamical properties of different denoising phases. To address these challenges, we propose Trajectory-Consistent Pad\'e approximation, a feature prediction framework grounded in Pad\'e approximation. By modeling feature evolution through rational functions, our approach captures asymptotic and transitional behaviors more accurately…
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Taxonomy
TopicsAdvanced Vision and Imaging · Model Reduction and Neural Networks · Generative Adversarial Networks and Image Synthesis
