Flow-Matched Motion Priors: Online Optimal-Transport Rewards for Imitation Learning

📅 2026-09-14
📈 Citations: 0
Influential: 0
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🤖 AI Summary
该研究通过引入Flow-Matched Motion Priors(FMP),利用在线最优传输奖励解决模仿学习中运动先验学习问题,提高了动作稳定性和泛化能力。
📝 Abstract
Learning a motion prior requires a reward that guides a policy from its current behavior toward demonstrated motion. Adversarial Motion Priors (AMP) provide such a reward with a discriminator. However, adversarial objectives can become uninformative when policy and expert supports are far apart. A naive use of optimal transport (OT) averages matched expert successors into a barycentric target. Averaging across gait phases can weaken the target's joint motion. We introduce Flow-Matched Motion Priors (FMP), an online scalar reward learned from paths connecting current rollout histories to an expert motion bank. Entropic OT supplies the coupling. Before each policy update, we train a neural potential with flow matching (FM) along the rollout-to-expert paths, endpoint-gradient supervision, and relative-value calibration. The actor receives only physical observations and the reward remains a scalar, as in AMP. Controlled reward-model experiments show substantially better generalization beyond the fitting rollout than value-only or endpoint-only fitting. On Unitree G1, matched 50-million-transition experiments compare FMP with AMP, a barycentric OT reward, and nested ablations under demonstration and fixed-pose initialization. FMP produces stable forward walking at 0.727 m/s from demonstration resets and 0.338 m/s from a fixed default pose. In the fixed-pose condition, it incurs 129 falls versus 243 for the endpoint-only control. Against a static score-gradient teacher, dynamic FM reduces score-increment error at interpolation fractions 0.25 and 0.50 while using 29% less offline fitting time.
Problem

Research questions and friction points this paper is trying to address.

Imitation Learning
Motion Prior
Optimal Transport
Reward
Innovation

Methods, ideas, or system contributions that make the work stand out.

Flow-Matched Motion Priors
Optimal Transport
Entropy Regularization
Neural Potential Function
Generalization
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