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首页> 外文期刊>Neural, Parallel & Scientific Computations >THE STABILITY, BULLWHIP EFFECT AND OPTIMIZATION OF A HORIZONTAL COLLABORATION SUPPLY CHAIN NETWORK
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THE STABILITY, BULLWHIP EFFECT AND OPTIMIZATION OF A HORIZONTAL COLLABORATION SUPPLY CHAIN NETWORK

机译:水平协作供应链网络的稳定性,牛鞭效应和优化

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摘要

In this paper, we study the stability, bullwhip effect and optimization of the order policy system for a horizontal collaboration supply chain network in which two or more retailers or distributors may mutually accept a small order. Two Z-transform expressions of the solutions to the order equations are obtained respectively for the horizontal collaboration and non-horizontal collaboration supply chain networks. It is shown that a stable (unstable) order policy system for the non-horizontal collaboration supply network can remain (become) stable in the horizontal collaboration supply network as long as suitable order policies are adopted. Conditions sufficient for the absence or presence of the bullwhip effect in the order policy system are obtained. A special relation between the horizontal collaboration and non-horizontal collaboration supply chain networks is proved. This relation shows that the horizontal collaboration supply chain network can either enhance or reduce the bullwhip effect in the non-horizontal collaboration supply chain network. Moreover, we present an approach to obtain the optimal order policy indirectly.
机译:在本文中,我们研究了水平协作供应链网络的稳定性,牛鞭效应和订单策略系统的优化,其中两个或多个零售商或分销商可以相互接受小订单。对于水平协作和非水平协作供应链网络,分别获得了阶数方程解的两个Z变换表达式。结果表明,只要采用适当的订购策略,非水平协同供应网络的稳定(不稳定)订单策略系统就可以在水平协同供应网络中保持(变得)稳定。获得了足以在定单策略系统中不存在或存在牛鞭效应的条件。证明了横向协作和非横向协作供应链网络之间的特殊关系。这种关系表明,水平协作供应链网络可以增强或减少非水平协作供应链网络中的牛鞭效应。此外,我们提出了一种间接获得最佳订购策略的方法。

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  • 来源
    《Neural, Parallel & Scientific Computations》 |2014年第2期|1-44|共44页
  • 作者

    DONG HAN; FUGEE TSUNG;

  • 作者单位

    Department of Mathematics, Shanghai Jiao Tong University, Shanghai, China, Department of Industrial Engineering and Logistics Management, Hong Kong University of Science and Technology, Hong Kong;

    Department of Mathematics, Shanghai Jiao Tong University, Shanghai, China, Department of Industrial Engineering and Logistics Management, Hong Kong University of Science and Technology, Hong Kong;

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