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Solving multitrip pickup and delivery problem with time windows and manpower planning using multiobjective algorithms

机译:使用多目标算法解决时间窗口和人力计划的多轨拾取和交付问题

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The multitrip pickup and delivery problem with time windows and manpower planning (MTPDPTW-MP) determines a set of ambulance routes and finds staff assignment for a hospital. It involves different stakeholders with diverse interests and objectives. This study firstly introduces a multiobjective MTPDPTW-MP (MO-MTPDPTWMP) with three objectives to better describe the real-world scenario. A multiobjective iterated local search algorithm with adaptive neighborhood selection (MOILS-ANS) is proposed to solve the problem. MOILS-ANS can generate a diverse set of alternative solutions for decision makers to meet their requirements. To better explore the search space, problem-specific neighborhood structures and an adaptive neighborhood selection strategy are carefully designed in MOILS-ANS. Experimental results show that the proposed MOILS-ANS significantly outperforms the other two multiobjective algorithms. Besides, the nature of objective functions and the properties of the problem are analyzed. Finally, the proposed MOILS-ANS is compared with the previous single-objective algorithm and the benefits of multiobjective optimization are discussed.
机译:时间窗口和人力计划(MTPDPTW-MP)的多次拾取和交货问题决定了一套救护车路线,并找到医院的员工分配。它涉及不同利益相关者,具有不同的利益和目标。本研究首先介绍了一个多目标MTPDPTW-MP(MO-MTPDPTWMP),具有三个目标,以更好地描述真实世界的情景。提出了一种具有自适应邻域选择(Moils-Ans)的多目标迭代本地搜索算法来解决问题。 Moils-Ans可以为决策者提供各种替代解决方案,以满足其要求。为了更好地探索搜索空间,特定于问题的邻域结构和自适应邻域选择策略是在Moils-Ans中设计的。实验结果表明,所提出的Moils-ANS显着优于其他两个多目标算法。此外,分析了客观函数的性质和问题的性质。最后,将所提出的Moils-ANS与先前的单目标算法进行比较,并且讨论了多目标优化的益处。

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