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Modelling the Optimal Strategies of Fertiliser Application Using the Game-Theoretic Approach

机译:用博弈论方法对肥料施用的最佳策略进行建模

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This paper is a case study which describes the application of game-theoretic approach in resource management with specific emphasis on developing optimal strategies of phosphorus applications for soil fertilisation. The approach adopted allows resource managers to consider not only competitive strategies, which were treated as the Nash equilibrium game solutions, but also strategies which imply cooperation between farmers. These strategies were modelled as the cooperative Pareto optima of the game. The objective function of the game has been developed in order to reflect both economic advantages of phosphorus applications and the environmental losses associated with these applications expressed as dollar values. The paper presents algorithms for finding competitive and cooperative solutions of the game for the particular case when no time scheduling is included in the game parametri-sation. The results obtained in the paper showed that the cooperative solutions lead to much lesser environmental impacts than that in the case of non-cooperative strategies.
机译:本文是一个案例研究,描述了博弈论方法在资源管理中的应用,特别着重于开发土壤肥料中磷施用的最佳策略。采用的方法使资源管理者不仅可以考虑竞争策略(被视为纳什均衡博弈解决方案),还可以考虑暗示农民之间合作的策略。这些策略被建模为博弈的合作帕累托最优。开发该游戏的目标功能是为了反映磷肥的经济优势以及与这些磷肥相关的环境损失(以美元价值表示)。本文提出了在游戏参数设置中不包括时间安排的情况下,针对特定情况寻找竞争和合作解决方案的算法。本文获得的结果表明,与非合作策略相比,合作解决方案对环境的影响要小得多。

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