The Single-Period Inventory Model with Spectral Risk Measures

Inventory management and pricing decisions based on quantitative models both in industrial practice and academic works often rely on minimizing expected cost, which refers to the concept of risk-neutrality of the decision maker. Although many useful insights in operational problems can be obtained by such an approach, it is well understood that incorporating attitudes toward risk is an important lever for building new theories in other fields such as economics and finance. In this work spectral risk measures are applied to the price-setting newsvendor problem and optimal policies are derived. This allows to unify results obtained so far in the literature under the common concept of spectral risk measures for the case of zero and non-zero shortage penalty cost.

Autorentext
Johannes Fichtinger is a Lecturer in Logistics and Supply Chain Management at Cranfield University (UK). He holds a doctoral degree in Social Science from Vienna University of Econonomics and Business. Currently, he lives and works in England.

Inhalt

Contents: The newsvendor model - Pricing, risk measurement and optimization - Single period inventory control with spectral risk measures - Inventory problem with positive shortage penalty cost - Combined inventory and pricing problem - Pricing with shortage penalty cost.