Article ID: | iaor20119894 |
Volume: | 10 |
Issue: | 2 |
Start Page Number: | 208 |
End Page Number: | 223 |
Publication Date: | Sep 2011 |
Journal: | International Journal of Logistics Systems and Management |
Authors: | Wirth Fabian, Scholz-Reiter Bernd, Makuschewitz Thomas, Schonlein Michael, Dashkovskiy Sergey, Kosmykov Michael |
Keywords: | programming: mathematical, programming: dynamic |
Production and transportation processes along a supply chain are dynamic. In particular they are subject to perturbations (e.g., breakdown of a resource) that can destabilise the network. Stability is a major property of a supply chain that is essential for a sustainable relationship to its customers. In order to verify the stability of a given supply chain different criteria have been developed. This paper addresses the problem of choosing a proper mathematical modelling approach for a real world network in order to investigate stability. For this reason we discuss different modelling approaches. Each of these approaches can model different characteristics of a supply chain and features a specific stability criterion. By comparing these approaches the paper supports choosing a proper modelling approach for a real world supply chain.