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Pretty Darn Good Control: When are Approximate Solutions Better than Approximate Models
Felipe Montealegre-Mora1, Marcus Lapeyrolerie1, Melissa Chapman1
1University of California Berkeley, Berkeley, USA.
Deep reinforcement learning (DRL) successfully approximated fishery management policies without a model. The DRL agent discovered a superior control rule, outperforming traditional methods in complex, real-world systems.
Area of Science:
- Ecology
- Computational Science
- Operations Research
Background:
- Optimal control methods struggle with real-world system complexities like dimensionality and data heterogeneity.
- Existing approaches often simplify models, raising questions about the optimality of solutions derived from approximate models.
- Advances in deep reinforcement learning (DRL) offer potential solutions for complex control problems.
Purpose of the Study:
- To investigate the application of DRL for approximating optimal control policies in complex ecological systems.
- To assess if DRL can derive effective management strategies without explicit system models.
- To compare DRL-derived policies against established methods in fishery management.
Main Methods:
- Utilized deep neural networks within a DRL framework.
- Applied DRL to a non-linear, three-variable fishery model.
- Trained the DRL agent to learn a control policy (policy function) without prior model inference.
Main Results:
- The DRL agent successfully approximated a control policy for the fishery model.
- The discovered DRL policy outperformed both constant escapement and constant mortality policies.
- The DRL policy exhibited characteristics of constant escapement, with values dynamically adjusted based on inter-species stock sizes.
Conclusions:
- DRL can effectively derive robust control policies for complex systems where traditional optimal control methods fall short.
- Model-free DRL approaches show promise for adaptive and effective management in ecological and other real-world applications.
- The study demonstrates the potential of DRL to address challenges posed by dimensionality, process error, and data heterogeneity in optimal control.
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