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A Reactive-Darwinian Model for the ultimatum game: On the dominance of moderation in high diffusion

机译:最后通game博弈的反应性-达尔文模型:论高扩散中的适度优势

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We consider a version of the ultimatum game which simultaneously combines reactive and Darwinian aspects with offers in [0,1]. By reactive aspects, we consider the effects that lead the player to change their offer given the previous result. On the other hand, Darwinian aspects correspond to copying a better strategy according to best game payoff when the current player compares with one of their neighbours. Therefore, we consider three different strategies, which govern how the players change their offers: greedy, moderate, and conservative. First, we provide an analytic study of a static version of game, where Darwinian aspects are not considered. Then, by using numerical simulations of a detailed and complete multi-agent system on a two dimensional lattice, we add an extra feature, in which players probabilistically escape from extreme offers (those close to 0 or 1) for obvious reasons. The players are also endowed reciprocity on their gains as proposers, which is reflected on their gains as responders. We also analyse the influence of the player's mobility effects. An analysis of the emergence of coexistence of strategies and changes on the dominant strategies are observed, which in turn depends on the player's mobility rate. (c) 2019 Elsevier B.V. All rights reserved.
机译:我们考虑了最后通game游戏的一种版本,该版本同时将反应性和达尔文式方面与[0,1]中的要约相结合。通过反应方面,我们考虑导致玩家根据先前的结果更改其报价的效果。另一方面,达尔文的方面对应于在当前玩家与其邻居之一比较时根据最佳游戏收益复制更好的策略。因此,我们考虑三种不同的策略,它们控制着玩家如何改变报价:贪婪,温和和保守。首先,我们提供静态版本游戏的分析研究,其中不考虑达尔文方面。然后,通过在二维晶格上使用详细而完整的多主体系统的数值模拟,我们添加了一个额外的功能,即玩家出于明显的原因而有可能逃避极端优惠(接近0或1)。参与者还可以从提议者的收益中获得互惠,这在他们作为响应者的收益中得到体现。我们还分析了玩家流动性影响的影响。观察到战略并存的出现和主导策略的变化,这又取决于玩家的流动率。 (c)2019 Elsevier B.V.保留所有权利。

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