Mathematical model and algorithm for the berth and yard resource allocation at seaports

Ming Liu, Zhihui Sun, Xiaoning Zhang
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Abstract

We study a deterministic container transportation problem, jointly optimizing the berth allocation, quay crane assignment and yard storage allocation at container ports. The problem is formulated as an integer program to coordinate the decisions. To solve this large-scale problem, we then transform it into a set partitioning formulation, and provide a framework of branch-and-price algorithm.
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海港泊位堆场资源配置的数学模型与算法
研究了一个确定性集装箱运输问题,对集装箱港口的泊位配置、码头起重机配置和堆场仓储配置进行了联合优化。该问题被表述为一个整数规划来协调决策。为了解决这一大规模问题,我们将其转化为集合划分公式,并提供了分支价格算法的框架。
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