Stackelberg博弈 python stackelberg博弈和nash博弈的区别 纳什平衡(Nash equilibrium) 简介 又称为非合作博弈均衡是博弈论的一个重要术语,以约翰·纳什命名。 在一个博弈过程中,无论对方的策略选择如何,当事人一方都会选择某个确定的策略,则该策略被称作支配性策略。 如果任意一位参与者在其他所有参与者的策略确定的情...
Strong vsweak Stackelberg equilibrium If the follower has multiple best responses to a given strategy of the leader, the follower can choose whether to be in favor of the leader of the opposite. This motives two sort of Stackelberg game: 1) string Stackelberg; 2) weak Stackelbert. Strong Sta...
此外，nash equilibrium会引起企业的串谋，stackelberg就不用了，我就说了算。 还有就是两者搞大了都...
For such a noncooperative two-level four-person games, we suppose the two players at the upper level to be in Nash equilibrium and a pair of the players at the upper and the lower levels to be in Stackelberg equilibrium, and define a Nash-Stackelberg equilibrium solution. Especially, for a...
Mixed Nash equilibriumQuasi harmonic gamesExistence of security solutions for two stage games, where the second stage consists of a strategic form noncooperative game, is investigated. Mixed extension for the second stage game is considered and existence results for approximate mixed security solutions, ...
monotony of criteria suchn-person games have good properties, namely, Nash equilibrium exists, is strong, stable and Pareto optimal. For two-person games, in Stackelberg equilibrium both the leader and the follower gain no less than in the best Nash equilibrium and the last belongs toγ-core....
Stackelberg博弈问题,对Ⅳ条供应链间博弈均衡解进行了分析和求解,证明了Ⅳ条供应链博弈下均衡解的存在性和 唯一性。在实例分析中,以两条供应链为例,比较了不同博弈框架下定价策略和系统利润的差异。结果表明,对于 供应链I来说,链间Nash博弈时的零售商利润、制造商利润和供应链利润均大于链间Stackelberg博弈情形,也...
關鍵字:Nash均衡、Stackelberg均衡、Bi-level模型 1.前言 在現實生活的決策行為中,經常發生兩難的狀況,為達到雙贏的局面,均 衡是非常重要的。一般世俗的要求是,盡量做到雙贏的局面,亦即優勢策略 均衡(dominantstrategyequilibrium)的概念,但是,並非所有賽局(game)都能達 ...
Thus the equilibrium is Stackelberg–Nash equilibrium and this paper will give theoretical results on equilibrium, social outcome and the inverse question about optimal structure of hierarchical Public Goods game with general structures. There are two motives for this paper: first, we try to explore ...
2) Stackelberg-Nash equilibrium Stackelberg-Nash均衡3) Stackelberg/Nash game Stackelberg/Nash博弈4) nash-stackelberg-nash strategy Nash-Stackelberg-Nash决策5) balance 均衡 1. Regeneration and Balance of TraditionalScenery Districts; 传统风景区的衍生与均衡——“灵隐景区扩大规划”中保护与发展的新思考 2....