Modular Reinforcement Learning For Cooperative Swarms
TLDR
This paper introduces a modular reinforcement learning approach to efficiently represent spatial interaction states in cooperative robot swarms, overcoming memory challenges.
Key contributions
- Addresses combinatorial interaction states in multi-robot reinforcement learning.
- Introduces a modular representation for spatial interaction states in cooperative swarms.
- Decomposes state features, using separate learning procedures that are then aggregated.
- Validated through experiments with simulated robot swarms on foraging tasks.
Why it matters
This paper addresses memory challenges in multi-agent RL for robot swarms with a modular state representation. This enables computationally-limited robots to learn cooperative behaviors more efficiently, enabling practical AI deployment.
Original Abstract
A cooperative robot swarm is a collective of computationally-limited robots that share a common goal. Each robot can only interact with a small subset of its peers, without knowing how this affects the collective utility. Recent advances in distributed multi-agent reinforcement learning have demonstrated that it is possible for robots to learn how to interact effectively with others, in a manner that is aligned with the common goal, despite each robot learning independently of others. However, this requires each robot to represent a potentially combinatorial number of interaction states, challenging the memory capabilities of the robots. This paper proposes an alternative approach for representing spatial interaction states for multi-robot reinforcement learning in swarms. A modular (decomposed) representation is used, where each feature of the state is handled by a separate learning procedure, and the results aggregated. We demonstrate the efficacy of the approach in numerous experiments with simulated robot swarms carrying out foraging.
📬 Weekly AI Paper Digest
Get the top 10 AI/ML arXiv papers from the week — summarized, scored, and delivered to your inbox every Monday.