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Strong Nash Equilibrium in a Repeated Environmental Eengineering Game with Stochastic Dynamics

机译:具有随机动力学的反复环境工程博弈中的强纳什均衡

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Infinite repeated game is investigated, where stage game is Cournot oligopoly with three enterprises. Every enterprise has one source, ejecting poison to atmosphere. Pollution level in the production region has not to exceed a maximum permissible concentration (MPC). Else, every enterprise has to pay a fine. An Ecological Game is described to solve the environmental engineering problem. In the model market price of produced goods is a function of Ito's stochastic process variable. For this stochastic game we consider a cooperative trajectory and investigate a stochastic imputation. In general, a stochastic imputation is time-inconsistent. We found a special time-consistent imputation distribution procedure which follows us to Strong Nash equilibrium (SNE).
机译:研究了无限重复博弈,其中阶段博弈是古诺与三个企业的寡头垄断。每个企业都有一个来源,向大气排放毒药。生产区域的污染水平不得超过最大允许浓度(MPC)。否则,每个企业都必须支付罚款。描述了一个生态游戏来解决环境工程问题。在模型中,制成品的市场价格是伊藤随机过程变量的函数。对于这种随机游戏,我们考虑了合作轨迹并研究了随机归因。通常,随机归因是时间不一致的。我们发现了一种特殊的时间一致的插补分布程序,该程序遵循我们达到了强纳什均衡(SNE)。

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