Online Adaptive Reinforcement Learning with Echo State Networks for Non-Stationary Dynamics
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Abstract (arXiv)
Reinforcement learning (RL) policies trained in simulation often suffer from severe performance degradation when deployed in real-world environments due to non-stationary dynamics. While Domain Randomization (DR) and meta-RL have been proposed to address this issue, they typically rely on extensive pretraining, privileged information, or high computational cost, limiting their applicability to real-time and edge systems. In this paper, we propose a lightweight online adaptation framework for RL based on Reservoir Computing. Specifically, we integrate an Echo State Networks (ESNs) as an adaptation module that encodes recent observation histories into a latent context representation, and update its readout weights online using Recursive Least Squares (RLS). This design enables rapid adaptation without backpropagation, pretraining, or access to privileged information. We evaluate the proposed method on CartPole and HalfCheetah tasks with severe and abrupt environment changes, including periodic external disturbances and extreme friction variations. Experimental results demonstrate that the proposed approach significantly outperforms DR and representative adaptive baselines under out-of-distribution dynamics, achieving stable adaptation within a few control steps. Notably, the method successfully handles intra-episode environment changes without resetting the policy. Due to its computational efficiency and stability, the proposed framework provides a practical solution for online adaptation in non-stationary environments and is well suited for real-world robotic control and edge deployment.
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References · 19
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7 more
- 2021Accurate online training of dynamical spiking neural networks through Forward Propagation Through Timecited by 33
- 2022Factored Adaptation for Non-Stationary Reinforcement Learningcited by 30
- 2023Domain Randomization via Entropy Maximizationcited by 15
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- 2023Mixture Data for Training Cannot Ensure Out-of-distribution Generalizationcited by 1
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