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Orientation-Preserving Rewards' Balancing in Reinforcement Learning
Summary
Balancing main and auxiliary rewards in reinforcement learning is crucial. This study introduces a Pareto optimization approach to ensure policies prioritize main rewards, achieving expert-level performance in complex tasks.
Area of Science:
- Artificial Intelligence
- Machine Learning
- Reinforcement Learning
Background:
- Auxiliary rewards are common in complex reinforcement learning (RL) but often interfere with the primary objective, degrading policy performance.
- Existing methods struggle to balance main and auxiliary rewards effectively, posing a significant challenge in RL research.
Purpose of the Study:
- To address the challenge of balancing main and auxiliary rewards in reinforcement learning.
- To develop a method that preserves the policy's optimization for main rewards while incorporating auxiliary rewards.
- To ensure the policy optimized with balanced rewards remains consistent with the policy optimized solely with main rewards.
Main Methods:
- Formulating reward balancing as a search for a Pareto optimal solution.
- Proposing a variant Pareto optimization method to guide policy search towards main rewards.
- Establishing an iterative learning framework for reward balancing with theoretical analysis of convergence and time complexity.
Main Results:
- The proposed Pareto optimization variant effectively guides policy search towards main rewards.
- Experimental results in discrete (grid world) and continuous (Doom) environments demonstrate effective reward balancing.
- The algorithm achieved remarkable performance compared to reinforcement learning methods with heuristic rewards, learning expert-level policies on the ViZDoom platform.
Conclusions:
- The proposed Pareto-based approach offers an effective solution for balancing main and auxiliary rewards in reinforcement learning.
- This method successfully preserves the optimization orientation towards main rewards, leading to improved policy performance.
- The iterative learning framework is theoretically sound and empirically validated, showing promise for complex RL applications.
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