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Optimization of Multi-period Bilevel Supply Chains under Demand Uncertainty

机译:需求不确定条件下的多周期双层供应链优化

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Due to advance of global manufacturing, the decentralized optimization of multi-tier supply chains for multiple retailers and manufacturers becomes more and more important. Conventional works on game theoretical model for supply chain planning problems concentrates on single period models. However, the situations for decision making in decentralized supply chains are subject to change with respect to time periods. In this paper, we address the optimization of multi-period bilevel supply chains under demand uncertainty. The decentralized supply chain planning problem is modelled as a multi-period non-cooperative game. The problem is formulated as a stochastic multi-period bilevel optimization problem under demand uncertainty. The optimization algorithm to derive a Stackelberg equilibrium for multi-period bilevel supply chain planning problem is developed. The effectiveness of the proposed method is validated by comparing it with the single period models.
机译:由于全球制造业的进步,针对多个零售商和制造商的多层供应链的分散优化变得越来越重要。关于供应链计划问题的博弈理论模型的常规工作集中在单周期模型上。但是,分散式供应链中的决策情况可能会随时间段而变化。在本文中,我们解决了需求不确定性下的多周期双层供应链的优化。分散式供应链计划问题被建模为一个多时期的非合作博弈。该问题被公式化为需求不确定性下的随机多周期双层优化问题。提出了用于多周期双层供应链计划问题的Stackelberg均衡优化算法。通过与单周期模型进行比较,验证了该方法的有效性。

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