首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >A Study on Online Scheduling Problem of Integrated Order Picking and Delivery with Multizone Vehicle Routing Method for Online-to-Offline Supermarket
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A Study on Online Scheduling Problem of Integrated Order Picking and Delivery with Multizone Vehicle Routing Method for Online-to-Offline Supermarket

机译:综合订单拣选和交付在线调度问题与在线到离线超市

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The online order fulfillment of online-to-offline (O2O) supermarket faces the challenge in how to pick orders from thousands of products on the supermarket shelves and deliver them to customers in different zones and locations by a vehicle routing method within the lowest cost and shortest time. It is critical to integrate the order picking and delivery processes and schedule them jointly with a coordinated manner. Thus, in this paper, we study the online integrated order picking and delivery problem with multizone routing method ( IOPDP-MR ) to minimize both the maximum delivery completion time and the total delivery cost. The online algorithm A is presented to solve the online problem and is proved to be - competitive, where is the vehicle capacity. Since it is difficult to get a lower competitive ratio theoretically, the numerical experiments are proposed to analyze the gaps by comparing the values of algorithm A with the ones of offline optimal algorithm A? under different situations. It can be inferred that the competitive ratio is less than 2.5 and the average flow time for customer orders is less than 30 minutes, which verifies the good performance in both computation efficiency and customer satisfaction of algorithm A .
机译:在线订单履行在线到脱机(O2O)超市面临着如何在超市货架上挑选数千个产品的挑战,并通过车辆路由方法在最低的成本内将其提供给不同区域和地点的客户。最短的时间。整合订单采摘和交付流程并以协调的方式安排它们是至关重要的。因此,在本文中,我们使用多态路由方法(iopdp-mr)研究了在线集成订单拣选和交付问题,以最大限度地减少最大递送完成时间和总递送成本。在线算法A旨在解决在线问题,被证明是竞争的,车辆容量在哪里。由于理论上难以获得较低的竞争比率,因此提出了数值实验来通过比较算法A与离线最佳算法A的值来分析间隙?在不同的情况下。可以推断,竞争比率小于2.5,客户订单的平均流量时间不到30分钟,这验证了计算效率和算法满意度的良好性能。

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