Fixed‐Time Zeroing Neural Dynamics for Adaptive Coordination of Multi‐Agent Systems

ABSTRACT This paper presents an adaptive multi‐agent coordination (AMAC) strategy suitable for complex scenarios, which only requires information exchange between neighbouring robots. Unlike traditional multi‐agent coordination methods that are solved by neural dynamics, the proposed strategy displays greater flexibility, adaptability and scalability. Furthermore, the proposed AMAC strategy is reconstructed as a time‐varying complex‐valued matrix equation. By introducing a dynamic error function, a fixed‐time convergent zeroing neural network (FTCZNN) model is designed for the online solution of the AMAC strategy, with its convergence time upper bound derived theoretically. Finally, the effectiveness and applicability of the coordination control method are demonstrated by numerical simulations and physical experiments. Numerical results indicate that this method can reduce the formation error to the order of within 1.8 s.

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Publication Details

Journal
CAAI Transactions on Intelligence Technology
Published
2025-11-25
DOI
https://doi.org/10.1049/cit2.70089
Primary Topic
Adaptive Dynamic Programming Control
Type
article
Field-Weighted Citation Impact
0.00

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Controls
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article

Fixed‐Time Zeroing Neural Dynamics for Adaptive Coordination of Multi‐Agent Systems

Shuai Li, Jianfeng Li, Cheng Hua, Xinwei Cao
CAAI Transactions on Intelligence Technology
Adaptive Dynamic Programming Control
article

Fixed‐Time Zeroing Neural Dynamics for Adaptive Coordination of Multi‐Agent Systems

Shuai Li, Jianfeng Li, Cheng Hua, Xinwei Cao
article en

Abstract

ABSTRACT This paper presents an adaptive multi‐agent coordination (AMAC) strategy suitable for complex scenarios, which only requires information exchange between neighbouring robots. Unlike traditional multi‐agent coordination methods that are solved by neural dynamics, the proposed strategy displays greater flexibility, adaptability and scalability. Furthermore, the proposed AMAC strategy is reconstructed as a time‐varying complex‐valued matrix equation. By introducing a dynamic error function, a fixed‐time convergent zeroing neural network (FTCZNN) model is designed for the online solution of the AMAC strategy, with its convergence time upper bound derived theoretically. Finally, the effectiveness and applicability of the coordination control method are demonstrated by numerical simulations and physical experiments. Numerical results indicate that this method can reduce the formation error to the order of within 1.8 s.

CAAI Transactions on Intelligence TechnologyVol. 11(1)
Jiangnan University (CN), Jishou University (CN), University of Oulu (FI)
National Natural Science Foundation of China
Openalex Percentile: Top 63%
Adaptive Dynamic Programming Control
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