在ABC-XYZ分析中核算赤字和已知需求分位数

Z. Zenkova, A. Andrievskaya, S. Tarima
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引用次数: 0

摘要

产品短缺通常是由于计划不足和无法预见的供应链中断造成的。传统的需求分布估计方法没有考虑到可能的赤字;赤字生成正确的审查数据。如果忽略审查,需求估计就会产生负偏倚。因此,所有基于需求分布的分析也变得有偏差。本文将著名的生存分析Kaplan-Meier估计应用于观测到亏损的需求数据。除了减少与使用KaplanMeier估计器相关的偏差外,我们还使用需求分布的已知分位数对其进行了修改。蒙特卡罗模拟研究表明,在存在截尾观测的情况下使用附加信息大大提高了估计质量。用分位数信息修改的估计器导致ABC-XYZ分析中的新产品分组。一个说明性的例子显示了新的估计器对ABC-XYZ分组的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Accounting for deficit and a known demand quantile in ABC-XYZ analysis
Product deficit typically appears as a result of inadequate planning and unforeseen supply chain disruptions. A traditional approach to demand distribution estimation does not account for possible deficit; deficit generates right censored data. If the censoring is ignored, the demand estimation becomes negatively biased. Consequently, all analytics based on the demand distribution also becomes biased. In this article, the well-known survival analysis Kaplan-Meier estimator is applied to demand data with observed deficit. In addition to the reduction of bias associated with the use of the KaplanMeier estimator, we also modify it with a known quantile of the demand distribution. Monte-Carlo simulation studies show that the use of additional information in the presence of censored observations substantially improves estimation quality. The estimators modified with quantile information led to new product grouping in the ABC-XYZ analysis. An illustrative example shows the impact of new estimators on ABC-XYZ grouping.
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