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The Inverse Newsvendor Problem: Choosing an Optimal Demand Portfolio for Capacitated Resources
Scott Carr and William Lovejoy
Vol. 46, No. 7 (Jul., 2000), pp. 912-927
Published by: INFORMS
Stable URL: http://www.jstor.org/stable/2661608
Page Count: 16
You can always find the topics here!Topics: Demand, Standard deviation, Distribution of profits, Random variables, Concavity, Yield management, Customers, Finance, Systematic risk, Fall lines
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The classical newsvendor problem is one of optimally choosing a level of capacity to respond to a known demand distribution. The inverse newsvendor problem is one of optimally choosing a demand distribution with fixed capacity. The applications of the inverse problem include industrial settings where demand management is relatively less costly than capacity adjustments. Demand distributions are chosen from an opportunity set, which reflects the set of market opportunities for the firm. We analyze the firm's profit as a function of these demand alternatives, provide solution methods and insights, and identify inefficient and dominated distributions. We provide results when the opportunity set is known or only partially known. We extend the results to cases in which there are multiple prioritized customer classes that share the firm's productive capacity. This paper was motivated by an industrial application in a firm selling a semicommodity product into three prioritized industrial sectors. We review the application of our methods to this setting.
Management Science © 2000 INFORMS