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Cooperative Game Theory for Transboundary River Basins: The Syr Darya Basin

机译:跨界河流域的合作博弈论:Syr Darya盆地

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Cooperative game theory can be used for management of water resources in transboundary river basins. Applications of game theory which have been used for conflict analysis in water resources management include metagame analysis and graph models. These games are not considered classical game theory. These games allow strategies to evolve over time through repeated play and the players typically do not have communication prior to play. In cooperative game theory the players, or decision makers, have communication prior to the game and are allowed to make joint agreements, Cooperative games are considered non-zero-sum games where the costs and benefits of decisions are allocated to all players. Unlike metagames or graph models, the user must specify all possible strategy sequences that could occur. In a transboundary river basin setting, to generate the possible strategies, a water resources model is used to generate the payoffs from the sequence of strategies. These payoffs are then entered into a payoff matrix for calculations. In this paper, an application of cooperative game theory for the Syr Darya basin is presented.
机译:合作博弈论可用于跨界河流域水资源管理。用于水资源管理中使用冲突分析的博弈理论的应用包括Metagame分析和图形模型。这些游戏不被视为古典博弈论。这些游戏允许通过重复的播放随着时间的推移演变的策略,并且玩家通常在玩之前没有通信。在合作博弈论中,参与者或决策者在游戏之前进行沟通,并且被允许进行联合协议,合作赛被认为是非零和游戏,其中决定的成本和福利被分配给所有球员。与Metagames或Graph模型不同,用户必须指定可能发生的所有可能的策略序列。在跨界河流盆地设置中,为了产生可能的策略,水资源模型用于从策略顺序产生收益。然后将这些回报输入到计算中的付款矩阵中。本文介绍了对SYR Darya盆地合作博弈理论的应用。

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