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Formal methods of value sharing in supply chains.

机译:供应链中价值共享的正式方法。

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摘要

We consider a decentralized, two-echelon supply chain where the upper echelon---the supplier---bears the inventory risk. To service the retailers, the supplier either keeps inventory reserved for each of her customers or else pools inventory to share among her customers. The common insight regarding inventory pooling is that it reduces costs and so increases profits for the supply chain party carrying inventory. However, it has recently been shown that inventory pooling may indeed reduce the total supply chain profits. We further show that inventory pooling may reduce supply chain profits even under traditional service contracts based on the frequently invoked measure of service, probability of stock-out.;We model the inventory transactions among the retailers and the supplier as a cooperative game. The players have the option of reserving inventory or forming inventory-pooling coalitions. The total profit of the coalitions is allotted to the players using a profit-sharing mechanism based on Shapley value. We analyze the properties of the proposed profit-sharing scheme in two steps. We first consider a stylized model with two retailers who are not necessarily identical. Then we extend the analysis to an arbitrary number of identical retailers. In both cases, we assume the demand across retailers is independent.;We find that the Shapley value allocations coordinate the supply chain and are individually rational. However for more than two retailers, they may not be in the core. Even when they satisfy all the stability properties, including membership in the core, they may be perceived unfair since a player's allocation can exceed his contribution to the total supply chain profit. In addition to analyzing the stability properties of the proposed allocation mechanism, we are also interested in the types of behavior the mechanism induces in the players. We find that the retailers prefer pooling partners with either very high or low service level requirements and the supplier prefers retailers with low service requirements since this gives her the ability to maximize her profit allocation. Finally, we analyze the effects of demand variance on the allocations and the profitability of strategic retailer coalitions.
机译:我们考虑一个分散的两级供应链,其中上级(供应商)承担库存风险。为了为零售商提供服务,供应商要么为每个客户保留库存,要么汇总库存以在客户之间共享。关于库存汇总的普遍见解是,它可以降低成本,从而增加供应链的库存方的利润。但是,最近发现库存集中可能确实减少了供应链的总利润。我们进一步表明,基于频繁调用的服务度量,缺货的概率,即使在传统服务合同下,存货池也可能降低供应链利润。我们将零售商和供应商之间的库存交易建模为合作博弈。玩家可以选择保留库存或组建库存合并联盟。联盟的总利润使用基于Shapley值的利润分享机制分配给参与者。我们分两步分析了拟议的利润分享计划的性质。我们首先考虑两个不一定完全相同的零售商的风格化模型。然后,我们将分析扩展到任意数量的相同零售商。在这两种情况下,我们都假设零售商之间的需求是独立的。我们发现Shapley价值分配协调了供应链,并且是个体理性的。但是对于两个以上的零售商,它们可能不是核心。即使满足所有稳定性属性,包括核心成员资格,也可能会被视为不公平,因为参与者的分配可能超过其对供应链总利润的贡献。除了分析提议的分配机制的稳定性外,我们还对该机制在玩家中引起的行为类型感兴趣。我们发现零售商更喜欢服务水平要求很高或很低的合作伙伴,而供应商更喜欢服务水平要求很低的零售商,因为这使她能够最大化利润分配。最后,我们分析了需求方差对战略零售商联盟的分配和获利能力的影响。

著录项

  • 作者

    Kemahlioglu Ziya, Eda.;

  • 作者单位

    Georgia Institute of Technology.;

  • 授予单位 Georgia Institute of Technology.;
  • 学科 Engineering Industrial.
  • 学位 Ph.D.
  • 年度 2004
  • 页码 126 p.
  • 总页数 126
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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