Nicole DeHoratius, Andreas Holzapfel, Heinrich Kuhn, Adam J. Mersereau, Michael Sternbeck
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引用次数: 2
Abstract
Problem definition: We compare several approaches for generating a prioritized list of items to be counted in a retail store, with the objective of detecting inventory record inaccuracy and unknown out of stocks. Academic/practical relevance: We consider both “rule-based” approaches, which sort items based on heuristic indices, and “model-based” approaches, which maintain probability distributions for the true inventory levels updated based on sales and replenishment observations. Methodology: Our study evaluates these approaches on multiple metrics using data from inventory audits we conducted at European home and personal care retailer dm-drogerie markt. Results: Our results support arguments for both rule-based and model-based approaches. We find that model-based approaches provide versatile visibility into inventory states and are useful for a broad range of objectives but that rule-based approaches are also effective as long as they are matched to the retailer’s goal. We find that “high-activity” rule-based policies, which favor items with high sales volumes, inventory levels, and past errors, are more effective at detecting inventory discrepancies. The best policies uncover over twice the discrepancies detected by random selection. A “low-activity” rule-based policy based on low recorded inventory levels, on the other hand, is more effective at detecting unknown out of stocks. The best policy detects over eight times the unknown out of stocks found by random selection. Managerial implications: Our findings provide immediate guidance to our retail partner on appropriate methods for detecting inventory record inaccuracy and unknown out of stocks. Our approach can be replicated at other retailers interested in customized optimization of their counting programs. Funding: This work was supported by the Bavarian Ministry for Science and Arts [Grant BayIntAn_KUEI_2018_43] and the EHI Foundation and GS1 Germany [Prize for Best Collaboration Between Science and Practice in Retail Research (2019)]. A. J. Mersereau thanks the Sarah Graham Kenan Foundation for support. Supplemental Material: The online appendix is available at https://doi.org/10.1287/msom.2022.1119 .
问题定义:为了检测库存记录的不准确性和未知的缺货情况,我们比较了几种用于生成零售商店中要计数的物品的优先级列表的方法。学术/实践相关性:我们考虑了“基于规则”的方法,它基于启发式指数对物品进行排序,以及“基于模型”的方法,它维护基于销售和补充观察更新的真实库存水平的概率分布。方法:我们的研究评估了这些方法在多个指标使用数据的库存审计,我们进行了在欧洲家庭和个人护理零售商零售用品市场。结果:我们的结果支持基于规则和基于模型的方法。我们发现,基于模型的方法提供了对库存状态的通用可见性,并且对广泛的目标有用,但基于规则的方法也有效,只要它们与零售商的目标相匹配。我们发现“高活跃度”的基于规则的策略在检测库存差异方面更有效,这些策略倾向于高销量、高库存水平和过去错误的项目。最好的策略发现的差异是随机选择发现的两倍多。另一方面,基于低记录库存水平的“低活动”规则策略在检测未知库存方面更有效。最好的策略可以检测到8倍于随机选择的未知库存。管理意义:我们的研究结果为我们的零售合作伙伴提供了关于检测库存记录不准确和未知缺货的适当方法的直接指导。我们的方法可以复制到其他零售商感兴趣的定制优化他们的计数程序。资助:这项工作得到了巴伐利亚科学和艺术部[Grant BayIntAn_KUEI_2018_43]、EHI基金会和德国GS1[零售研究中科学与实践最佳协作奖(2019)]的支持。A. J. Mersereau感谢Sarah Graham Kenan基金会的支持。补充材料:在线附录可在https://doi.org/10.1287/msom.2022.1119上获得。
期刊介绍:
M&SOM is the INFORMS journal for operations management. The purpose of the journal is to publish high-impact manuscripts that report relevant research on important problems in operations management (OM). The field of OM is the study of the innovative or traditional processes for the design, procurement, production, delivery, and recovery of goods and services. OM research entails the control, planning, design, and improvement of these processes. This research can be prescriptive, descriptive, or predictive; however, the intent of the research is ultimately to develop some form of enduring knowledge that can lead to more efficient or effective processes for the creation and delivery of goods and services.
M&SOM encourages a variety of methodological approaches to OM research; papers may be theoretical or empirical, analytical or computational, and may be based on a range of established research disciplines. M&SOM encourages contributions in OM across the full spectrum of decision making: strategic, tactical, and operational. Furthermore, the journal supports research that examines pertinent issues at the interfaces between OM and other functional areas.