Application of Game Theory and Uncertainty Theory in Port Competition between Hong Kong Port and Shenzhen Port

Thi Minh Hoang Do, Gyei-Kark Park, Kyounghoon Choi, Kijung Kang, Onue Baik
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引用次数: 17

Abstract

This paper unveils the strong competition in container cargo between Hong Kong Port which has been emerging as an international maritime center since the 1970s and Shenzhen Port which has recently gained remarkable achievements in the Pearl River Delta region. Among various competing strategies, the study focuses on the long-term one in which two ports will decide to compete by investing in capacity. The purpose of this research is to examine their decision making process and to suggest future strategic actions in the current situation. Within its scope, only economic profit brought back from the investment is considered. For this reason, an uncertain payoff two-person game model is developed where an uncertain factor of demand is involved. In applying Uncertainty theory (Liu, 2013), the two methods to solve the game are introduced, including uncertain statistics and the expected Nash Equilibrium strategy. The results obtained from this research generate meaningful suggestions for future competition plan for the two selected ports, which conclude that Shenzhen is the dominant port in this long-term strategy. Compared to existing works on the same topic, the paper shows its distinctiveness by studying the latest competitive situation with regard to the uncertain demand in the game model.

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博弈论和不确定性理论在港深港口竞争中的应用
本文揭示了自20世纪70年代以来作为国际航运中心崛起的香港港口与最近在珠江三角洲地区取得显著成就的深圳港在集装箱货物方面的激烈竞争。在各种竞争策略中,该研究侧重于两个港口通过投资容量来决定竞争的长期策略。本研究的目的是检查他们的决策过程,并建议未来的战略行动在目前的情况下。在其范围内,只考虑投资所带来的经济利润。为此,建立了一个考虑需求不确定因素的不确定收益二人博弈模型。在应用不确定性理论(Liu, 2013)时,介绍了求解博弈的两种方法,即不确定统计和期望纳什均衡策略。本研究的结果为所选两个港口的未来竞争计划提供了有意义的建议,结论是深圳是这一长期战略中的主导港口。与已有的同类研究相比,本文在博弈模型中对需求不确定情况下的最新竞争态势进行了研究,显示出其独特性。
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