Physical Fidelity Reconstruction via Improved Consistency-Distilled Flow Matching for Dynamical Systems
Sicheng Ma, Tianyue Yang, Xiuzhe Wu, Xiao Xue

TL;DR
This paper introduces a method to compress high-fidelity flow-matching models into fast, one-step generative models for real-time scientific flow reconstruction, maintaining accuracy while significantly improving speed and efficiency.
Contribution
The authors propose a novel teacher-student distillation approach that creates compact, fast flow reconstruction models from high-capacity teachers, enabling real-time applications.
Findings
Distilled models retain similar spectral performance to teachers.
Achieve approximately 12x inference speedup.
Outperform directly trained one-step models by 23.1% in SSIM.
Abstract
Reconstructing high-fidelity flow fields from low-fidelity observations is a central problem in scientific machine learning, yet recent diffusion and flow-matching models typically rely on iterative sampling, making them costly for latency-sensitive workflows such as ensemble forecasting, real-time visualization, and simulation-in-the-loop inference. We study whether a high-fidelity flow-matching generative model can be compressed into a compact one-step model for fast scientific flow reconstruction. Our approach distills an optimal-transport flow-matching teacher into a one-step consistency model. Low-fidelity observations are incorporated at inference by initializing the generative trajectory from a noised observation along the transport path, allowing an unconditional high-fidelity flow model to perform conditional reconstruction without retraining the teacher. We evaluate this…
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