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A Data-Driven Inventory Control Policy for Cash Logistics Operations: An Exploratory Case Study Application at a Financial Institution

机译:现金物流运作的数据驱动库存控制策略:金融机构的探索性案例研究应用

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摘要

A number of market changes are impacting the way financial institutions are managing their automated teller machines (ATMs). We propose a new class of adaptive data-driven policies for a stochastic inventory control problem faced by a large financial institution that manages cash at several ATMs. Senior management were concerned that their current cash supply system to manage ATMs was inefficient and outdated, and suspected that using improved cash management could reduce overall system cost. Our task was to provide a robust procedure to tackle the ATM's cash deployment strategies. Current industry practice uses a periodic review system with infrequent parameter updates for cash management based on the assumption that demand is normally distributed during the review period. This assumption did not hold during our investigation, warranting a new and robust analysis. Moreover, we discovered that forecast errors are often not normally distributed and that these error distributions change dramatically over time. Our approach finds the optimal time series forecaster and the best-fitting weekly forecast error distribution. The guaranteed optimal target cash inventory level and time between orders could only be obtained through an optimization module that was embedded in a simulation routine that we built for the institution. We employed an exploratory case study methodology to collect cash withdrawal data at 21 ATMs owned and operated by the financial institution. Our new approach shows a 4.6% overall cost reduction. This reflects an annual cost savings of over $250,000 for the 2,500 ATM units that are operated by the bank.
机译:许多市场变化正在影响金融机构管理其自动柜员机(ATM)的方式。对于大型金融机构在多个ATM上管理现金的随机存货控制问题,我们提出了一类新的自适应数据驱动策略。高级管理层担心他们当前用于管理ATM的现金供应系统效率低下和过时,并怀疑使用改进的现金管理可以降低整体系统成本。我们的任务是提供一个强大的程序来应对ATM的现金部署策略。当前的行业惯例是基于定期检查系统,该系统具有不经常更新参数的现金管理功能,前提是假设需求在检查期间处于正常分布状态。在我们的调查中,这一假设没有成立,因此需要进行新的且可靠的分析。此外,我们发现预测误差通常不是正态分布的,并且这些误差分布会随着时间的变化而急剧变化。我们的方法找到了最佳时间序列预测器和最适合的每周预测误差分布。只能通过优化模块获得保证的最佳目标现金库存水平和订单之间的时间,该模块嵌入在我们为该机构构建的模拟例程中。我们采用了探索性案例研究方法,以收集该金融机构拥有和运营的21台ATM的现金提取数据。我们的新方法显示总体成本降低了4.6%。这反映了该银行运营的2,500个ATM单元每年可节省25万美元以上的成本。

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