4.5 Article

A fuzzy correlation based heuristic for Dual-mode integrated Location routing problem

Journal

COMPUTERS & OPERATIONS RESEARCH
Volume 146, Issue -, Pages -

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.cor.2022.105923

Keywords

Locationrouting; Logistics; Fuzzycorrelation; Heuristics; Variableneighborhoodsearch

Funding

  1. Project of International Cooperation and Exchanges NSFC, China [51861165202]
  2. National Natural Science Foundation of China [51575211, 51705263, 51805330]
  3. 111 Project of China [B16019]
  4. Science and technology development project of Jilin Province, China [20180101058JC]

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This paper focuses on the Dual-mode integrated Location Routing Problem (DMI-LRP) in modern supply logistics system. The authors propose a fuzzy correlation-based approach for location and allocation, and design an adaptive neighborhood search algorithm for path planning. Results from numerical experiments demonstrate the feasibility and efficiency of the proposed method, especially for large-scale problems.
This paper focuses on a variant location routing problem (LRP) named Dual-mode integrated Location Routing Problem (DMI-LRP) in modern supply logistics system. The warehouses in DMI-LRP supply the demands of retailers and online-shopping customers simultaneously and the retailers and customers follow two different order cycles. The problem is presented in a two-echelon structure where products are transported from the plant to the distribution centers (DCs) in the first echelon, and from the DCs to retailers and customers in the second echelon. The mathematical formulation is given together with some valid inequalities to strengthen the model for exact method. We propose the fuzzy correlation (FC) based location for DCs and allocation for retailers and customers in LRP. Also, a fuzzy correlation arc based adaptive neighborhood search (FCA-AVNS) algorithm is designed for path planning. The proposed method is tested on three adapted benchmark instances and the results are compared with exact method and another three heuristics. The numerical experiments demonstrate the feasibility and efficiency of the proposed method especially in solving large-scale problems.

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