LGAIFeb 18, 2025

Score-Based Diffusion Policy Compatible with Reinforcement Learning via Optimal Transport

arXiv:2502.12631v24 citationsh-index: 17Has CodeICML
Originality Highly original
AI Analysis

This work addresses the problem of enhancing policy learning robustness for tasks requiring precise control and long-term planning, representing an incremental advancement in combining imitation learning and reinforcement learning.

The paper tackles the challenge of improving diffusion-based imitation learning models' robustness to distribution shifts by integrating them with reinforcement learning using optimal transport theory, resulting in superior performance and robustness in complex and sparse-reward environments compared to existing methods.

Diffusion policies have shown promise in learning complex behaviors from demonstrations, particularly for tasks requiring precise control and long-term planning. However, they face challenges in robustness when encountering distribution shifts. This paper explores improving diffusion-based imitation learning models through online interactions with the environment. We propose OTPR (Optimal Transport-guided score-based diffusion Policy for Reinforcement learning fine-tuning), a novel method that integrates diffusion policies with RL using optimal transport theory. OTPR leverages the Q-function as a transport cost and views the policy as an optimal transport map, enabling efficient and stable fine-tuning. Moreover, we introduce masked optimal transport to guide state-action matching using expert keypoints and a compatibility-based resampling strategy to enhance training stability. Experiments on three simulation tasks demonstrate OTPR's superior performance and robustness compared to existing methods, especially in complex and sparse-reward environments. In sum, OTPR provides an effective framework for combining IL and RL, achieving versatile and reliable policy learning. The code will be released at https://github.com/Sunmmyy/OTPR.git.

Code Implementations1 repo
Foundations

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