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Optimal investment strategy in a container terminal: A game theoretic approach

机译:集装箱码头的最佳投资策略:一种博弈论方法

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This article investigates the optimal strategy for potential investments that may be adopted by port authorities to attract more carriers. A mathematical model is formulated to represent the main criteria used by carriers to evaluate a specific port. Then, a game theory approach is used to model the competition between several port authorities to attract carriers via maximizing their utility functions. The game type suggested is Sealed-Bid with one round. The results indicate that the optimal investment strategy used by a specific port is dependent on (i) the port's current state with respect to other competing ports; (ii) resource availability in terms of manpower and funds; (iii) expected profitability and (iv) other players' reaction toward investment. This study advises the port authority on maximizing the payoff in case of winning the bid by selectively investing in the port and minimizing the potential loss in case of losing the bid by refraining from performing any investment.
机译:本文研究了潜在的最佳投资策略,港口当局可能会采用这种策略来吸引更多的运输公司。制定了数学模型来表示运营商用来评估特定端口的主要标准。然后,使用博弈论方法来模拟几个港口当局之间的竞争,以通过最大化其效用函数来吸引承运人。建议的游戏类型是“一轮下注”。结果表明,特定港口使用的最佳投资策略取决于(i)该港口相对于其他竞争港口的当前状态; (ii)人力和资金方面的资源可用性; (iii)预期获利能力及(iv)其他参与者对投资的反应。本研究建议港口当局在有选择权的情况下通过在港口进行投资来最大化中标时的收益,并在避免中标的情况下通过避免进行任何投资来最大程度地减少潜在损失。

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