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2023 | OriginalPaper | Chapter

3. Inventory Management Under Demand Uncertainty

Author : Işık Biçer

Published in: Supply Chain Analytics

Publisher: Springer Nature Switzerland

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Abstract

Effective inventory management is crucial to long-term profitability of organizations. Companies that manage their inventories effectively can substantially improve their operating margins and gain a competitive edge in their industries. We elaborate on inventory management theories under demand uncertainty in this chapter. We first focus on inventory problems that have analytical solutions. One key message of this chapter is that decision-makers can find optimal or near-optimal solutions intuitively by applying marginal analysis without using exhaustive derivations. We also discuss how the assumptions on which analytical results are based are often violated in practice. We conclude the chapter with the Monte Carlo simulation, which has proven to be effective in solving complex supply chain problems when no analytical solution exists.

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Footnotes
1
The mean demand for the lognormal distribution is given by \(e^{\mu + \sigma ^2/2}\), while the variance is \((e^{\sigma ^2}-1)e^{2\mu + \sigma ^2}\).
 
Literature
go back to reference Alan, Y., Gao, G. P., & Gaur, V. (2014). Does inventory productivity predict future stock returns? A retailing industry perspective. Management Science, 60(10), 2416–2434.CrossRef Alan, Y., Gao, G. P., & Gaur, V. (2014). Does inventory productivity predict future stock returns? A retailing industry perspective. Management Science, 60(10), 2416–2434.CrossRef
go back to reference Anderson, E. T., Fitzsimons, G. J., & Simester, D. (2006). Measuring and mitigating the costs of stockouts. Management Science, 52(11), 1751–1763.CrossRef Anderson, E. T., Fitzsimons, G. J., & Simester, D. (2006). Measuring and mitigating the costs of stockouts. Management Science, 52(11), 1751–1763.CrossRef
go back to reference Clark, A. (1958). A dynamic, single-item, multi-echelon inventory model rm2297. The Rand Corporation, Santa Monica, California. Clark, A. (1958). A dynamic, single-item, multi-echelon inventory model rm2297. The Rand Corporation, Santa Monica, California.
go back to reference Connors, W., & Terlep, S. (2013). Blackberry stuck with $1 billion in unsold phones. Wall Street Journal. Connors, W., & Terlep, S. (2013). Blackberry stuck with $1 billion in unsold phones. Wall Street Journal.
go back to reference Gallego, G., Katircioglu, K., & Ramachandran, B. (2007). Inventory management under highly uncertain demand. Operations Research Letters, 35(3), 281–289.CrossRef Gallego, G., Katircioglu, K., & Ramachandran, B. (2007). Inventory management under highly uncertain demand. Operations Research Letters, 35(3), 281–289.CrossRef
go back to reference Gaur, V., Fisher, M. L., & Raman, A. (2005). An econometric analysis of inventory turnover performance in retail services. Management Science, 51(2), 181–194.CrossRef Gaur, V., Fisher, M. L., & Raman, A. (2005). An econometric analysis of inventory turnover performance in retail services. Management Science, 51(2), 181–194.CrossRef
go back to reference Gavish, B., & Graves, S. C. (1980). A one-product production/inventory problem under continuous review policy. Operations Research, 28(5), 1228–1236.CrossRef Gavish, B., & Graves, S. C. (1980). A one-product production/inventory problem under continuous review policy. Operations Research, 28(5), 1228–1236.CrossRef
go back to reference Hadley, G., & Whitin, T. M. (1963). Analysis of inventory systems. Prentice-Hall. Hadley, G., & Whitin, T. M. (1963). Analysis of inventory systems. Prentice-Hall.
go back to reference Judd, K. L. (1998). Numerical methods in economics. The MIT Press. Judd, K. L. (1998). Numerical methods in economics. The MIT Press.
go back to reference Kapner, S. (2015). Struggling toys r us tries fuller stores. Wall Street Journal. Kapner, S. (2015). Struggling toys r us tries fuller stores. Wall Street Journal.
go back to reference Morgenson, G., & Rizzo, L. (2018). Who killed toys r us? Hint: It wasn’t only amazon. Wall Street Journal. Morgenson, G., & Rizzo, L. (2018). Who killed toys r us? Hint: It wasn’t only amazon. Wall Street Journal.
go back to reference Raman, A., Gaur, V., & Kesavan, S. (2006). David Berman. Harvard Business School Case#: 9-605-081. Raman, A., Gaur, V., & Kesavan, S. (2006). David Berman. Harvard Business School Case#: 9-605-081.
go back to reference Scarf, H. E. (1958). A min-max solution of an inventory problem. In K. Arrow, S. Karlin, & H. Scarf (Eds.), Studies in the mathematical theory of inventory and production (pp. 201–209) Scarf, H. E. (1958). A min-max solution of an inventory problem. In K. Arrow, S. Karlin, & H. Scarf (Eds.), Studies in the mathematical theory of inventory and production (pp. 201–209)
go back to reference Soliman, M. T. (2008). The use of dupont analysis by market participants. The Accounting Review, 83(3), 823–853.CrossRef Soliman, M. T. (2008). The use of dupont analysis by market participants. The Accounting Review, 83(3), 823–853.CrossRef
Metadata
Title
Inventory Management Under Demand Uncertainty
Author
Işık Biçer
Copyright Year
2023
DOI
https://doi.org/10.1007/978-3-031-30347-0_3

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