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arXiv 2502.04028cs.LG
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基于深度元协调图的多智能体强化学习

Deep Meta Coordination Graphs for Multi-agent Reinforcement Learning

University of Southern California(南加州大学);DEVCOM Army Research Laboratory(陆军研究实验室);DEVCOM ARL Army Research Office(陆军研究办公室)

Nikunj Gupta, James Zachary Hare, Jesse Milzman, Rajgopal Kannan, Viktor Prasanna

AI总结:

本文提出深度元协调图方法,通过图卷积网络提升多智能体协作策略的学习效率和表现。

摘要:

本文提出了深度元协调图(DMCG),用于学习多智能体强化学习(MARL)中的协作策略。协调图公式编码局部交互,并据此将所有智能体的联合价值函数分解以提高MARL的效率。通过DMCG,我们动态组成所谓的元协调图,以学习更丰富的智能体交互表示,并通过图卷积网络整合智能体信息。目标是使一个演进的协调图能够指导有效协调在协作MARL任务中。这些图与智能体的价值函数联合优化,以学习隐式地推理联合动作,促进交互表示和协调策略的端到端学习。我们证明DMCG在具有挑战性的协作任务中始终达到最先进的协调性能和样本效率,优于几种先前基于图和非图的MARL基线。通过几种消融分析,我们还隔离了DMCG中各个组件的影响,显示所观察到的改进是由于该方法中有意义的设计选择。我们还包含了对其计算复杂度的分析,以讨论其在现实应用中的实用性。所有代码均可在此找到:https://github.com/Nikunj-Gupta/dmcg-marl。

英文摘要:

This paper presents deep meta coordination graphs (DMCG) for learning cooperative policies in multi-agent reinforcement learning (MARL). Coordination graph formulations encode local interactions and accordingly factorize the joint value function of all agents to improve efficiency in MARL. Through DMCG, we dynamically compose what we refer to as \textit{meta coordination graphs}, to learn a more expressive representation of agent interactions and use them to integrate agent information through graph convolutional networks. The goal is to enable an evolving coordination graph to guide effective coordination in cooperative MARL tasks. The graphs are jointly optimized with agents' value functions to learn to implicitly reason about joint actions, facilitating the end-to-end learning of interaction representations and coordinated policies. We demonstrate that DMCG consistently achieves state-of-the-art coordination performance and sample efficiency on challenging cooperative tasks, outperforming several prior graph-based and non-graph-based MARL baselines. Through several ablations, we also isolate the impact of individual components in DMCG, showing that the observed improvements are due to the meaningful design choices in this approach. We also include an analysis of its computational complexity to discuss its practicality in real-world applications. All codes can be found here: {\color{blue}{https://github.com/Nikunj-Gupta/dmcg-marl}.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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