LGNEJun 15

Evolutionary Bilevel Reward Shaping for Generalization in Reinforcement Learning

arXiv:2606.162366.1
Predicted impact top 69% in LG · last 90 daysOriginality Incremental advance
AI Analysis

For RL practitioners in privacy-sensitive or restricted settings, GERS offers a method to enhance generalization without requiring trajectory access from validation environments.

GERS improves RL generalization to unseen environments using only scalar feedback from validation environments, outperforming standard RL and matching domain randomization despite stricter data access constraints.

Reinforcement learning (RL) often suffers from performance degradation when deployed in environments that differ from those encountered during training. Existing techniques such as domain randomization (DR) mitigate this, but require access to diverse training environments and full trajectory observability, assumptions that fail in privacy-preserving or restricted scenarios where only scalar performance metrics are available. We propose Generalization via Evolutionary Reward Shaping (GERS), a bilevel optimization approach to improve generalization on unseen test environments using only scalar feedback from validation environments. At the lower level, an RL agent guided via a reward function shaped by the upper level learns a policy on a limited set of training environments with accessible trajectory data; at the upper level, CMA-ES optimizes the reward shaping parameters to maximize the cumulative unshaped reward on separate validation environments for which trajectory access is unavailable. Results on continuous control tasks indicate that GERS outperforms the standard RL baseline on unseen test environments. GERS performance is comparable to DR, despite DR treating the combined set of training and validation environments of GERS as a single training set that requires trajectory access, whereas GERS cannot access validation trajectories. These results confirm that GERS effectively enhances generalization under restricted data access constraints.

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