JOURNAL ARTICLE

Multigoal Reinforcement Learning via Exploring Entropy-Regularized Successor Matching

Xiaoyun FengYun Zhou

Year: 2023 Journal:   IEEE Transactions on Games Vol: 15 (4)Pages: 538-548   Publisher: Institute of Electrical and Electronics Engineers

Abstract

Multigoal reinforcement learning (RL) algorithms tend to achieve and generalize over diverse goals. However, unlike single-goal agents, multigoal agents struggle to break through the exploration bottleneck with a fair share of interactions, owing to rarely reusable goal-oriented experiences with sparse goal-reaching rewards. Therefore, well-arranged behavior goals during training are essential for multigoal agents, especially in long-horizon tasks. To this end, we propose efficient multigoal exploration on the basis of maximizing the entropy of successor features and Exploring entropy-regularized successor matching, namely, E $^{2}$ SM. E $^{2}$ SM adopts the idea of a successor feature and extends it to entropy-regularized goal-reaching successor mapping that serves as a more stable state feature under sparse rewards. The key contribution of our work is to perform intrinsic goal setting with behavior goals that are more likely to be achieved in terms of future state occupancies as well as promising in expanding the exploration frontier. Experiments on challenging long-horizon manipulation tasks show that E $^{2}$ SM deals well with sparse rewards and in pursuit of maximal state-covering, E $^{2}$ SM efficiently identifies valuable behavior goals toward specific goal-reaching by matching the successor mapping.

Keywords:
Successor cardinal Reinforcement learning Notation Computer science Entropy (arrow of time) Artificial intelligence Mathematics Arithmetic

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Topics

Reinforcement Learning in Robotics
Physical Sciences →  Computer Science →  Artificial Intelligence

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