Event-Triggered Consensus of General Linear Multi-agent System with Time Delay

机译：延时的一般线性多代理系统的事件触发共识

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摘要

This paper deals with the event-triggered consensus problem of general linear multi-agent system considering time delay under directed communication graph. The existence of a positive constant on inter-event interval is proved. Finally, the correctness of our results is illustrated by experiments.

机译：本文涉及考虑定向通信图下的时间延迟的一般线性多助手系统的事件触发的共识问题。证明了事件间间隔的正常常数存在。最后，通过实验说明了我们结果的正确性。

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来源
《International Symposium on Neural Networks》|2018年|872p|共8页
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作者
Yonghui Wu; Nankun Mu;
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中图分类 TP183-53;
关键词
Event-triggered; Consensus; Multi-agent systems Time delay;

机译：事件触发;共识;多代理系统时间延迟;

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1. Leader-following bipartite consensus of second-order time-delay nonlinear multi-agent systems with event-triggered pinning control under signed digraph [J] . Neurocomputing . 2020,第Apra14期

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2. Event-triggered guaranteed cost consensus for uncertain nonlinear multi-agent systems with time delay [J] . Luo Yiping, Xiao Xing, Cao Jinde, Neurocomputing . 2020,第Juna21期

机译：活动触发的不确定非线性多助理系统的保证成本共识
3. Distributed bipartite leader-following consensus of linear multi-agent systems with input time delay based on event-triggered transmission mechanism [J] . ISA Transactions . 2020,第期

机译：分布式二分介绍 - 基于事件触发传输机制的输入时间延迟的线性多代理系统的共识
4. Event-Triggered Consensus of Linear Multi-agent Systems with Input Time Delay [C] . Yonghui Wu, Zhuping Wang, Hao Zhang, IEEE International Conference on Control and Automation . 2020

机译：具有输入时间延迟的线性多代理系统的事件触发共识
5. Consensus-based distributed estimation in multi-agent systems with time delay [D] . Abdelmawgoud, Ahmed 2015

机译：具有延迟的多智能体系统中基于共识的分布式估计
6. A novel finite-time average consensus protocol based on event-triggered nonlinear control strategy for multiagent systems [O] . Xiaobo Wang, Juelong Li, Jianchun Xing, -1

机译：基于事件触发非线性控制策略的多智能体系统有限时间平均共识协议
7. Distributed Event-Triggered Control for Prescribed Finite-Time Consensus of Linear Multi-Agent Systems [O] . Xiaodong Lu 2020

机译：分布式事件触发控制线性多助理系统的规定有限时间共识

Event-Triggered Consensus of General Linear Multi-agent System with Time Delay

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