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A Framing Link Based Tabu Search Algorithm for Large-Scale Multidepot Vehicle Routing Problems

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  • Xuhao Zhang
  • Shiquan Zhong
  • Yiliu Liu
  • Xuelian Wang

Abstract

A framing link (FL) based tabu search algorithm is proposed in this paper for a large-scale multidepot vehicle routing problem (LSMDVRP). Framing links are generated during continuous great optimization of current solutions and then taken as skeletons so as to improve optimal seeking ability, speed up the process of optimization, and obtain better results. Based on the comparison between pre- and postmutation routes in the current solution, different parts are extracted. In the current optimization period, links involved in the optimal solution are regarded as candidates to the FL base. Multiple optimization periods exist in the whole algorithm, and there are several potential FLs in each period. If the update condition is satisfied, the FL base is updated, new FLs are added into the current route, and the next period starts. Through adjusting the borderline of multidepot sharing area with dynamic parameters, the authors define candidate selection principles for three kinds of customer connections, respectively. Link split and the roulette approach are employed to choose FLs. 18 LSMDVRP instances in three groups are studied and new optimal solution values for nine of them are obtained, with higher computation speed and reliability.

Suggested Citation

  • Xuhao Zhang & Shiquan Zhong & Yiliu Liu & Xuelian Wang, 2014. "A Framing Link Based Tabu Search Algorithm for Large-Scale Multidepot Vehicle Routing Problems," Mathematical Problems in Engineering, Hindawi, vol. 2014, pages 1-13, July.
  • Handle: RePEc:hin:jnlmpe:152494
    DOI: 10.1155/2014/152494
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    Cited by:

    1. Sebastián Dávila & Miguel Alfaro & Guillermo Fuertes & Manuel Vargas & Mauricio Camargo, 2021. "Vehicle Routing Problem with Deadline and Stochastic Service Times: Case of the Ice Cream Industry in Santiago City of Chile," Mathematics, MDPI, vol. 9(21), pages 1-18, October.

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