4.7 Article

Tailoring inventory classification to industry applications: the benefits of understandable machine learning

Journal

INTERNATIONAL JOURNAL OF PRODUCTION RESEARCH
Volume 60, Issue 1, Pages 388-401

Publisher

TAYLOR & FRANCIS LTD
DOI: 10.1080/00207543.2021.1959078

Keywords

Inventory classification; machine learning; decision trees; inventory control; supply chain segmentation

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By proposing a cost-based, multi-dimensional inventory classification scheme, utilizing machine learning classifiers and genetic algorithms to train decision trees, efficient and cost-effective classification decisions for SKUs can be achieved, improving inventory classification efficiency and reducing costs.
Supply chain segmentation and inventory classification, specifically, are considered a competitive advantage in many industries. Approaches like the ABC-XYZ analysis are commonly used in practice to classify SKUs based on simple rules for ranking even though simplified rules-of-thumb may lead to sub-optimal decisions and higher costs. We thus propose a cost-based, multi-dimensional inventory classification scheme for assigning SKUs to classes of replenishment policies that prescribe a group service level, a demand distribution, and an inventory control rule. We further provide an extension for classification under an overall service constraint. Our methodological approach is based on machine learning classifiers and we employ a genetic algorithm to train cost-minimising decision trees which allow for easy understanding and reproduction of classification decisions. Cost- and operational focus, simple application, and interpretability are our main contributions to the inventory classification literature. We evaluate the approach on three industry data sets and show that the classification trees result in an average cost increase of only 1.01% (3.70% with an overall service constraint) over the cost-optimal classification, where no tree structure is enforced. Once trees are constructed, unseen data can be classified out-of-sample with an average cost increase of 1.85% (7.68%) over the optimal cost of classification.

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