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Regional Logistics System Bi-level Programming with Elastic Demand by Using Fuzzy C-means Clustering

机译:区域物流系统使用模糊C-MERIAL聚类,具有弹性需求的区域物流系统。

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The bi-level programming of regional logistics system in elastic demand was studied by using fuzzy c-means clustering. Game relations among the government, the owners of the logistics centers, and the clients were discussed by system analysis method. The synthetic evaluation indices of 17 characteristic vectors were established. The problem is equal to that of determining the membership values to the given logistics centers or the clustering centers by using the thought of fuzzy c-means clustering. The clustering centers are some of the feasible sites that possess candidacy of the logistics centers. Stackelberg model was established. The upper level model is the problem for the government to seek maximal social benefits with elastic demand. The lower level model is the partition problem of clients' assignment. Genetic algorithm was adopted in the concrete course for solution. The simulation result shows its correctness.
机译:采用模糊C-MERIAL聚类研究了弹性需求中区域物流系统的双级编程。通过系统分析方法讨论了政府,物流中心所有者的博弈关系,以及客户的博弈。建立了17个特征载体的合成评价指标。问题等于通过使用模糊C-means聚类的思想确定给定的物流中心或聚类中心的成员资格值。聚类中心是一些拥有物流中心候选人的一些可行性网站。成立了Stackelberg模型。上层模型是政府寻求最大社会效益的问题,弹性需求。较低级模型是客户分配的分区问题。遗传算法采用了解决方案的具体课程。仿真结果显示其正确性。

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