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首页> 外文期刊>International journal of river basin management >Social resolution of conflicts over water resources allocation in a river basin using cooperative game theory approaches: a case study
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Social resolution of conflicts over water resources allocation in a river basin using cooperative game theory approaches: a case study

机译:流域水资源分配冲突的社会博弈:合作博弈分析:一个案例研究

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摘要

In this paper, cooperative game theory (CGT) approaches are used for water allocation in a river basin considering equity benefit shares among stakeholders. An optimization model is initially developed for allocating water to competing users including agricultural, industrial, and environmental users based on both economic objectives. The model is implemented to determine water shares for different likely coalitions among water users. Then, CGT approaches such as Shapely, Nucleolus, and Nash-Harsanyi are used for reallocating net profits to the users as an attempt to encourage them to participate in equitable cooperation. Finally, the results of different game theoretic approaches are evaluated using the stability index and voting methods such as social choice and fallback bargaining. The proposed methodology is applied to the Zayandehrood River basin located in central part of Iran which struggles with water scarcity. The different CGT approaches applied to two predefined real-life scenarios in the basin under study and their performance were evaluated. The results indicate the proper performance of both Nash-Harsanyi and Shapely methods for pessimist and optimistic scenarios, respectively. It is also found that application of the proposed methodology effectively increases the users' benefits in the study region through optimal water allocation and reallocation of benefits.
机译:本文考虑了利益相关者之间的利益共享,将合作博弈理论(CGT)方法用于流域水分配。最初开发了一种优化模型,用于基于两个经济目标向包括农业,工业和环境用户在内的竞争用户分配水。实施该模型是为了确定用水户中不同可能的联盟的用水份额。然后,使用CGT方法(例如Shapely,Nucleolus和Nash-Harsanyi)将净利润重新分配给用户,以鼓励他们参与公平合作。最后,使用稳定性指标和投票方法(如社会选择和后备谈判)评估不同博弈论方法的结果。拟议的方法适用于位于伊朗中部,因缺水而苦苦挣扎的Zayandehrood流域。将不同的CGT方法应用于研究盆地中两个预定义的现实生活场景,并对它们的性能进行了评估。结果表明,对于悲观主义者和乐观主义者,Nash-Harsanyi和Shapely方法均能正确执行。还发现,所提出方法的应用通过最优的水分配和利益的重新分配有效地增加了研究区域用户的利益。

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