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Considering Inventory Distributions in a Stochastic Periodic Inventory Routing System

机译:考虑到随机定期库存路由系统中的库存分布

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Dealing with the stochasticity of parameters is one of the critical issues in business and industry nowadays. Supply chain planners have difficulties in forecasting stochastic parameters of a distribution system. Demand rates of customers during their lead time are one of these parameters. In addition, holding a huge level of inventory at the retailers is costly and inefficient. To cover the uncertainty of forecasting demand rates, researchers have proposed the usage of safety stock to avoid stock-out. However, finding the precise level of safety stock depends on forecasting the statistical distribution of demand rates and their variations in different settings among the planning horizon. In this paper the demand rate distributions and its parameters are taken into account for each time period in a stochastic periodic IRP. An analysis of the achieved statistical distribution of the inventory and safety stock level is provided to measure the effects of input parameters on the output indicators. Different values for coefficient of variation are applied to the customers' demand rate in the optimization model. The outcome of the deterministic equivalent model of SPIRP is simulated in form of an illustrative case.
机译:处理参数的随机性是现在商业和行业的关键问题之一。供应链规划者在预测分配系统的随机参数方面具有困难。客户需求在其交易时间期间的客户是其中一个参数之一。此外,在零售商处举行巨大的库存量昂贵且效率低下。为了涵盖预测需求率的不确定性,研究人员提出了安全股票的使用来避免储蓄。然而,寻找精确的安全股票水平取决于预测需求率的统计分布及其在规划地平线中不同环境中的变化。本文在随机定期IRP中的每次时间段考虑需求率分布及其参数。提供了对库存和安全储存水平的实现统计分布的分析,以测量输入参数对输出指示灯的影响。变异系数的不同值适用于优化模型中的客户需求率。 SpIRP的确定性等效模型的结果以说明性案例的形式模拟。

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