LGAIOct 26, 2023

CROP: Conservative Reward for Model-based Offline Policy Optimization

arXiv:2310.17245v15 citationsh-index: 18Has Code
Originality Incremental advance
AI Analysis

This work addresses offline RL challenges for data-driven policy optimization, but it is incremental as it builds on existing conservative methods by focusing on reward estimation.

The paper tackles the distribution drift problem in offline reinforcement learning by proposing CROP, a model-based algorithm that conservatively estimates rewards during model training, achieving performance comparable to state-of-the-art baselines on D4RL benchmarks.

Offline reinforcement learning (RL) aims to optimize policy using collected data without online interactions. Model-based approaches are particularly appealing for addressing offline RL challenges due to their capability to mitigate the limitations of offline data through data generation using models. Prior research has demonstrated that introducing conservatism into the model or Q-function during policy optimization can effectively alleviate the prevalent distribution drift problem in offline RL. However, the investigation into the impacts of conservatism in reward estimation is still lacking. This paper proposes a novel model-based offline RL algorithm, Conservative Reward for model-based Offline Policy optimization (CROP), which conservatively estimates the reward in model training. To achieve a conservative reward estimation, CROP simultaneously minimizes the estimation error and the reward of random actions. Theoretical analysis shows that this conservative reward mechanism leads to a conservative policy evaluation and helps mitigate distribution drift. Experiments on D4RL benchmarks showcase that the performance of CROP is comparable to the state-of-the-art baselines. Notably, CROP establishes an innovative connection between offline and online RL, highlighting that offline RL problems can be tackled by adopting online RL techniques to the empirical Markov decision process trained with a conservative reward. The source code is available with https://github.com/G0K0URURI/CROP.git.

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