具有加性耦合效用和连续统参与人博弈中的强Nash均衡
Strong Nash equilibria of games with additively coupled utilities and a continuum of players
杨哲1
作者信息
- 1. 上海财经大学经济学院,上海 200433
- 折叠
摘要
本文将研究具有加性耦合效用和连续统参与人博弈中的强Nash均衡.我们首先证明具有加性耦合效用和有限参与人博弈中强Nash均衡的存在性.进一步,对具有加性耦合效用和连续统参与人的博弈,我们引入弱强Nash均衡的概念,并证明它的存在性定理.本文发展了强Nash均衡的研究.
Abstract
In this paper,we study the strong Nash equilibria of games with ad-ditively coupled utilities and a continuum of players.We first prove the existence of strong Nash equilibria for games with additively coupled utilities and finitely many play-ers.Furthermore,we introduce the notion of weak strong Nash equilibria for games with additively coupled utilities and a continuum of players,and prove the existence theorem.Our paper develops the work of strong Nash equilibria.
关键词
强Nash均衡/加性耦合效用/连续统参与人/存在性Key words
strong Nash equilibrium/additively coupled utilities/a continuum of players/existence引用本文复制引用
出版年
2024
NETL
NSTL
万方数据