对湄公河来说,这是一场双赢的游戏

Z. Liao, Phillip M. Hannam
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引用次数: 0

摘要

近年来,湄公河流域各国围绕湄公河水资源的利用问题发生了多次争吵。本文旨在通过合作实现湄公河水资源利用的双赢。一款名为“湄公河游戏”的游戏是为那些博士生和资源人员设计的。净的工厂。针对湄公河博弈中的一个假设案例,给出了理论上可视为公平结果之一的Shapley值法结果,并介绍了湄公河博弈的过程和结果。与会者被分成六组,代表六个有关“国家”。通过三次圆桌谈判,模拟了达成双赢协议的过程。结果表明:虽然考虑其他复杂因素的理论最优余量比可计算的余量更难,但通过讨价还价和谈判过程仍有可能实现多赢的局面,这应该比目前这种全输的局面要好得多。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An all-win game for Mekong
There have been many quarrels among countries of the Mekong River Basin surrounding about use of the water resources of the river in recent years. This paper is to achieve an all-win situation in use of Mekong water resources through cooperation. A game named “The Mekong Game” was designed for those Ph.D. students and resource persons to play on the PROSPER.NET's workshop. For a hypothetical case in Mekong Game, the Shapley Value Method's results were given, which could be regarded as one of equitable results in theory, and the Mekong Game's process and outcomes are introduced in this paper. Participants were divided into six groups representing six involved “countries”. The process of meeting an agreement with an all-win idea was simulated through three round-table negotiations. The results reveal: although it is harder to get theoretical optimal aftermath considering other complicated factors than those which can be calculated, the all-win situation is still possible through bargaining and negotiation processes, which should be much better than all-lose situation such as the current one.
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