1. A multicommodity unpaired pickup and delivery vehicle routing problem with split loads and unloads
- Author
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Xu Dongyang, Yang Jiehui, Cui Ligang, and Li Kunpeng
- Subjects
Mathematical optimization ,Decision support system ,Transshipment (information security) ,business.industry ,Computer science ,Strategy and Management ,Industrial and Manufacturing Engineering ,Computer Science Applications ,Management Information Systems ,Scheduling (computing) ,Industrial relations ,Vehicle routing problem ,Local search (optimization) ,Routing (electronic design automation) ,business ,Integer programming ,Variable neighborhood search - Abstract
PurposeThis paper aims to explore the commodity transshipment planning among customers, which is commonly observed in production/sales enterprises to save the operational costs.Design/methodology/approachA mixed integer programming (MIP) model is built and five types of valid inequalities for tightening the solution space are derived. An improved variable neighborhood search (IVNS) algorithm is presented combining the developed multistart initial solution strategy and modified neighborhood local search procedure.FindingsExperimental results demonstrate that: with less decision variables considered, the proposed model can solve more instances compared to the existing model in previous literature. The valid inequalities utilized to tighten the searching space can efficiently help the model to obtain optimal solutions or high-quality lower bounds. The improved algorithm is efficient to obtain optimal or near-optimal solutions and superior to the compared algorithm in terms of solution quality, computational time and robustness.ractical implicationsThis research not only can help reduce operational costs and improve logistics efficiency for relevant enterprises, but also can provide guidance for constructing the decision support system of logistics intelligent scheduling platform to cater for centralized management and control.Originality/valueThis paper develops a more compact model and some stronger valid inequalities. Moreover, the proposed algorithm is easy to implement and performs well.
- Published
- 2020