2014RePEc: Research Papers in EconomicsRequires access

Multi-product newsboy problem with satiation objective

Avijit Khanra

Open publisher page 3 citations

Abstract

Meeting the pro t target is often preferred over maximizing expected pro t in uncertain business environments. Research into the newsboy problem with satiation objective started quite early. However, the progress has been slow, particularly in the multi-product setting. We study the general multi-product newsboy problem with satiation objective. A discrete formulation is adopted. Computational methods for evaluating and maximizing the satiation probability (i.e., probability of meeting the pro t target) are developed. Diculties associated with the conventional continuous formulation are also discussed.

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Meeting the pro t target is often preferred over maximizing expected pro t in uncertain business environments. Research into the newsboy problem with satiation objective started quite early. However, the progress has been slow, particularly in the multi-product setting. We study the general multi-product newsboy problem with satiation objective. A discrete formulation is adopted. Computational methods for evaluating and maximizing the satiation probability (i.e., probability of meeting the pro t target) are developed. Diculties associated with the conventional continuous formulation are also discussed.

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Available abstract

Meeting the pro t target is often preferred over maximizing expected pro t in uncertain business environments. Research into the newsboy problem with satiation objective started quite early. However, the progress has been slow, particularly in the multi-product setting. We study the general multi-product newsboy problem with satiation objective. A discrete formulation is adopted. Computational methods for evaluating and maximizing the satiation probability (i.e., probability of meeting the pro t target) are developed. Diculties associated with the conventional continuous formulation are also discussed.

Key concepts: Newsvendor model, Product (mathematics), Mathematical optimization, Computer science, Economics, Econometrics, Mathematical economics, Mathematics

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