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Cost Allocation of Integrated Supply based on Shapley Value Method

机译:基于夏普利值法的综合供应成本分配

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Integrated Supply (I/S) has developed dramatically since its emergence in 1990s. But the buyers do not contact with the suppliers directly under general integrated supply model, which will lead to losing the direct control over them. I/S model by third-party Iogistics (TPL) may overcomes the disadvantage of traditional I/S model. A key problem of TPL integrated supply is to allocate the supply cost among the suppliers rationally. In this paper, Shapley value method is commended to solve the problem. To get over the two inherent limitations of Shapley value method, EOQ model of integrated supply is firstly adopted, which makes Shapley value method more practicable. Then, a weighting factor is used to adjust the Shapley value result which will lead to more reasonable result. Finally, an example proves that shapley value method is feasible and rational to allocate the I/S losgistics cost among the suppliers.
机译:自1990年代问世以来,综合供应(I / S)取得了长足的发展。但是,买方在一般的综合供应模式下不会直接与供应商联系,这将导致失去对供应商的直接控制权。第三方Iogistics(TPL)的I / S模型可以克服传统I / S模型的缺点。第三方物流综合供应的关键问题是在供应商之间合理分配供应成本。本文推荐使用Shapley值法来解决该问题。为了克服Shapley值方法的两个固有局限性,首先采用了集成供应的EOQ模型,这使得Shapley值方法更加实用。然后,使用加权因子来调整Shapley值结果,这将导致更合理的结果。最后通过实例证明,Shapple值法在供应商之间分配I / S损失成本是可行和合理的。

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