Keywords: Single-step sampling, Diffusion-based sampler, Distillation, Generative modeling, Optimal control
Abstract: Sampling from probability distributions is a fundamental task in machine learning and statistics. However, most existing algorithms require numerous iterative steps to transform a prior distribution into high-quality samples, resulting in high computational costs and limiting their practicality in time-constrained and resource-limited environments. In this work, we propose consistency samplers, a novel class of samplers capable of generating high-quality samples in a single step. Our method introduces a new consistency distillation algorithm for diffusion-based samplers, which eliminates the need for data or full trajectory integration. By utilizing incomplete sampling trajectories and noisy intermediate representations along the diffusion process, we efficiently learn a direct one-step mapping from any state to its corresponding terminal state in the target distribution. Moreover, our approach enables few-step sampling, allowing users to flexibly balance compute costs and sample quality. We demonstrate the effectiveness of consistency samplers across multiple benchmark tasks, achieving high-quality results with one-step or few-step sampling while significantly reducing the sampling time compared to existing samplers. For instance, our method is 100-200x faster than prior diffusion-based samplers while having comparable sample quality.
Primary Area: probabilistic methods (Bayesian methods, variational inference, sampling, UQ, etc.)
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Submission Number: 8549
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