多智能体信息物理系统的分散反馈均衡寻求

J. Poveda
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引用次数: 1

摘要

在离散时间算法博弈论文献中研究的许多传统纳什均衡寻求方法,一旦在节点中具有局部样本数据结构的分散网络中实现,其鲁棒性可能为零。在这里,我们首次应用了预跳跃采样控制的方法来解决这种鲁棒性的缺乏,这也可能出现在混合(连续和离散)动态系统中实现的纳什均衡寻求算法中。该方法还可以在回路中加入植物动力学来解决稳态纳什均衡寻求问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Decentralized Feedback Equilibrium Seeking in Multi-Agent Cyber-Physical Systems
Many traditional Nash Equilibrium Seeking methods studied in the literature of discrete-time algorithmic game theory can have zero margins of robustness once they are implemented in decentralized networks with local sample-data structures in the nodes. Here, we apply for the first time the methodology of Pre-Jump Sampling Control to solve this lack of robustness, which can also emerge in Nash equilibrium seeking algorithms implemented in systems with hybrid (continuous and discrete) dynamics. The methodology can also incorporate plant dynamics in the loop to solve steady-state Nash equilibrium seeking problems.
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