Hierarchical DDPG Based Reinforcement Learning Framework for Multi-Agent Collective Motion With Short Communication Ranges

Jiaxin Li;Peng Yi;Tong Duan;Zhen Zhang;Tao Hu
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Abstract

Collective motion is an important research content in the multi-agent control field. However, existing multi-agent collective motion methods typically assume large communication ranges of individual agents; in the scenario of leader-follower control with short communication ranges, if the leader dynamically changes its velocity without considering the followers’ states, the communication topology may be easily disconnected, making multi-agent collective motion more challenging. In this work, a novel Hierarchical DeepDeterministic PolicyGradient (HDDPG) based reinforcement learning framework is proposed to realize multi-agent collective motion with short communication ranges, ensuring the communication topology connected as much as possible. In H-DDPG, multiple agents with one single leader and numerous followers are dynamically divided into several hierarchies to conduct distributed control when the leader’s velocity changes. Two algorithms based on DDPG and the hierarchical strategy are designed to train followers in the first layer and followers in layers other than the first layer separately, which ensures that the agents form a tight swarm from scattered distribution and all followers can track the leader effectively. The experimental results demonstrate that with short communication ranges, H-DDPG outperforms the hierarchical flocking method in keeping the communication topology connection and shaping a tighter swarm.
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基于层次化 DDPG 的短通信距离多代理集体运动强化学习框架
集体运动是多代理控制领域的一个重要研究内容。然而,现有的多代理集体运动方法通常假定单个代理的通信范围较大;在通信范围较短的领导者-跟随者控制场景中,如果领导者在不考虑跟随者状态的情况下动态改变其速度,通信拓扑可能很容易断开,这使得多代理集体运动更具挑战性。本研究提出了一种新颖的基于强化学习框架的分层深度确定性策略梯度(HDDPG),以实现短通信范围内的多代理集体运动,尽可能保证通信拓扑的连通性。在H-DDPG中,当领导者的速度发生变化时,由一个领导者和众多跟随者组成的多个代理被动态地划分为多个层次,以进行分布式控制。在 DDPG 和分层策略的基础上设计了两种算法,分别训练第一层的追随者和第一层以外各层的追随者,确保代理从分散分布形成紧密的蜂群,所有追随者都能有效跟踪领导者。实验结果表明,在通信距离较短的情况下,H-DDPG 在保持通信拓扑连接和形成更紧密的蜂群方面优于分层成群方法。
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