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Joint economic lot sizing problem for a three-Layer supply chain with stochastic demand

机译:具有随机需求的三层供应链的联合经济批量确定问题

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This paper considers the joint economic lot-sizing problem (JELP) for multi-layer supply chain with multi-retailers and single manufacturer and supplier. The paper extends the work of (Ben-Daya et al., 2013) and relaxes the assumption of deterministic demand and constant holding and ordering costs. The paper proposes modifying four computational intelligent algorithms to solve mixed integer problems and compares their performance for solving the problem at hand. The paper, further, compares between adopting a centralized safety stock policy versus a decentralized policy. Results showed cuckoo search to outperform other tested algorithms and, also, favored adopting a centralized policy.
机译:本文考虑了具有多个零售商和单个制造商和供应商的多层供应链的联合经济批量问题(JELP)。该文件扩展了(Ben-Daya等人,2013)的工作,并放宽了确定性需求以及固定持有和订购成本的假设。本文提出修改四种计算智能算法来解决混合整数问题,并比较它们在解决当前问题上的性能。该论文进一步比较了采用集中式安全库存政策和分散式政策。结果表明,布谷鸟搜索的性能优于其他经过测试的算法,并且更喜欢采用集中化策略。

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