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On Solving the Fuzzy Customer Information Problem in Multicommodity Multimodal Routing with Schedule-Based Services

机译:基于计划服务的多商品多模式路由中模糊顾客信息问题的解决

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In this study, we combine the fuzzy customer information problem with the multicommodity multimodal routing with schedule-based services which was explored in our previous study [1]. The fuzzy characteristics of the customer information are embodied in the demanded volumes of the multiple commodities and the time windows of their due dates. When the schedule-based services are considered in the routing, schedule constraints emerge because the operations of block container trains should follow their predetermined schedules. This will restrict the routes selection from space-time feasibility. To solve this combinatorial optimization problem, we first build a fuzzy chance-constrained nonlinear programming model based on fuzzy possibility theory. We then use a crisp equivalent method and a linearization method to transform the proposed model into the classical linear programming model that can be effectively solved by the standard mathematical programming software. Finally, a numerical case is presented to demonstrate the feasibility of the proposed method. The sensitivity of the best solution with respect to the values of the confidence levels is also examined.
机译:在本研究中,我们将模糊的客户信息问题与基于日程的服务的多商品多模式路由相结合,这是我们先前研究中探讨的问题[1]。客户信息的模糊特性体现在多种商品的需求量及其到期日的时间窗口中。当在路线中考虑基于计划的服务时,计划约束就会出现,因为集装箱运输列车的操作应遵循其预定的计划。由于时空的可行性,这将限制路线的选择。为了解决这个组合优化问题,我们首先基于模糊可能性理论建立了一个模糊机会约束的非线性规划模型。然后,我们使用明快等效方法和线性化方法将提出的模型转换为经典的线性规划模型,可以通过标准数学规划软件有效地对其进行求解。最后,通过数值算例说明了该方法的可行性。还检查了最佳解决方案相对于置信度值的敏感性。

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