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A Multi-Criteria Decision Making Approach Based On Fuzzy Theory and Fuzzy Preference Relations For Urban Distribution Centers' Location Selection Under Uncertain Environments

机译:基于模糊理论和城市分销中心位置选择的基于模糊理论和模糊偏好关系的多标准决策方法

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Location selection of Urban Distribution Centers (UDC) is crucial in the design of efficient logistics systems. Indeed, optimum UDC location plays a vital role in saving distribution costs and minimizing traffic congestion arising from freight movement. In this paper, we suggest a Multi-Criteria Decision Making (MCDM) approach to solve the Urban Distribution Center location/allocation problem under uncertain environment. The proposed approach involves identification of possible locations with the aim of selecting the smartest location for implementing an UDC. The ratings and the weight of each alternative and criterion are described by linguistic variables which can be expressed in triangular fuzzy numbers. The final evaluation value of each UDC location is also expressed using fuzzy logic theory. After calculating the difference of the final evaluation value between each pair of UDC location, a fuzzy preference relation matrix is constructed to show the degree of preferences of one plant location over another. After that, a smart ranking procedure is anticipated to determine the ranking order of all alternative locations. Finally, a numerical application is presented to illustrate the performance of the proposed approach.
机译:地点选择城市配送中心(UDC)在高效物流系统设计中至关重要。实际上,最佳UDC位置在节省分销成本和最小化货运运动中产生的交通拥堵方面起着至关重要的作用。在本文中,我们建议在不确定环境下解决城市配送中心位置/分配问题的多标准决策方法(MCDM)方法。该方法涉及识别可能的位置,目的是选择用于实现UDC的最智能的位置。每个替代和标准的评级和重量由语言变量描述,其可以以三角形模糊数表示。每个UDC位置的最终评估值也使用模糊逻辑理论表示。在计算每对UDC位置之间的最终评估值的差异之后,构造模糊偏好关系矩阵以显示一个植物位置在另一个工厂位置的偏好程度。之后,预计智能排名过程将确定所有替代位置的排名顺序。最后,提出了一种数值应用以说明所提出的方法的性能。

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