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Reinforcement Learning with Adaptive Regularization for Safe Control of Critical Systems

NeurIPS 2024 · Reinforcement learning › Policy gradient and actor-critic · approach: Safety layers and shielding · 0 citations (OpenAlex)

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Proposes RL-AR, which combines an MPC safety regularizer with an off-policy SAC agent via a state-dependent focus module, ensuring safety during training in single-life critical control tasks while matching model-free RL returns.

Problem

Safe reinforcement learning for critical single-life control systems, where no failures are tolerated during training and the estimated environment model may be inaccurate.

Approach

Combines a constrained-MPC safety regularizer with an off-policy SAC agent through a learned state-dependent weight beta(s), initialized to favor the safe MPC policy and gradually shifting to the RL policy for well-explored states; theoretically shown to bound deviation from the regularizer and to converge to the RL optimum.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Combine constrained MPC and SAC actions using a learned state-dependent focus moduleRL-AR · Glucose, BiGlucose, CSTR, Cart Poletraining failuresHelped
Combine constrained MPC and SAC actions using a learned state-dependent focus moduleRL-AR · Glucose, BiGlucose, CSTR, Cart Polenormalized return during trainingHelped
Use adaptive regularization with the safety regularizer and SACRL-AR · Glucose, BiGlucose, CSTRconverged normalized returnHelped
Use adaptive regularization with the safety regularizer and SACRL-AR · Cart Poleconverged normalized returnNo clear effect
Pretrain SAC, CPO, and SEditor on the estimated modelSAC, CPO, and SEditor · Actual environments during trainingtraining failuresMixed
Increase discrepancy between the estimated and actual Glucose model parametersRL-AR · Glucosetraining failuresHurt

Surprising findings

Limitations

Experimental setup

Datasets: simulated Glucose environment simulated BiGlucose environment simulated CSTR environment simulated Cart Pole environment

Benchmarks: Glucose BiGlucose CSTR Cart Pole

Metrics: normalized episodic return number of failed episodes out of first 100 step time

Baselines: MPC SAC Residual Policy Learning CPO SEditor

Builds on: Soft Actor-Critic Residual Policy Learning Model Predictive Control

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