Li Jinsheng, Hua Yongzhao, Yu Jianglong, Dong Xiwang, Feng Zhi, Ren Zhang
IEEE Trans Cybern. 2024 Oct;54(10):6203-6216. doi: 10.1109/TCYB.2024.3411092. Epub 2024 Oct 9.
This article is concerned with resilient formation tracking problems for general linear multiagent systems, where the leader's control input is unavailable to all the followers and partial followers' behaviors are malicious due to the node attacks. Despite the presence of the nonautonomous leader and the adversarial followers, the remaining benign followers are still expected to track the leader's trajectory with the prescribed time-varying formation. To this end, a resilient scheme comprising an attack detection and isolation strategy and a formation tracking protocol is proposed. The detection strategy enables every benign follower to identify its adversarial neighbors with two-hop communication information, as long as the underlying topology meets given conditions. Then, the detected adversarial agents are directly removed to avoid the spread of their influence, which induces a new problem called node loss. To accommodate possible node loss events, the designed tracking protocol is independent of certain global knowledge, and its convergence is demonstrated by means of the impulsive Lyapunov functions. Finally, the proposed resilient scheme is verified by two simulation examples.
本文关注一般线性多智能体系统的弹性编队跟踪问题,其中所有跟随者均无法获取领导者的控制输入,并且由于节点攻击,部分跟随者的行为具有恶意性。尽管存在非自治领导者和对抗性跟随者,但仍期望其余良性跟随者以规定的时变编队跟踪领导者的轨迹。为此,提出了一种由攻击检测与隔离策略以及编队跟踪协议组成的弹性方案。只要底层拓扑满足给定条件,该检测策略就能使每个良性跟随者利用两跳通信信息识别其对抗性邻居。然后,直接移除检测到的对抗性智能体以避免其影响扩散,这引发了一个称为节点丢失的新问题。为适应可能的节点丢失事件,所设计的跟踪协议独立于某些全局知识,并且通过脉冲李雅普诺夫函数证明了其收敛性。最后,通过两个仿真示例验证了所提出的弹性方案。