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Ingeniería
versão impressa ISSN 0121-750X
Resumo
FRANCO, Carlos; GUZMAN-CORTES, Diana C. e FIGUEROA-GARCIA, Juan Carlos. Mathematical Model for Centralized Supply Chains with Decisions Involving Shared Resources. ing. [online]. 2020, vol.25, n.3, pp.323-333. Epub 23-Maio-2021. ISSN 0121-750X. https://doi.org/10.14483/23448393.16921.
Context:
Cooperation in supply chain management is an important issue considering the global performance of the different echelons of a specific supply chain. In this sense, applying logistic strategies such as VMI (Vendor Managed Inventory) allows a system to manage distribution processes from a central point or depot. Additionally, the components of the chain work more closely with it, which allows increasing global performance, instead of individually developing each sector.
Method:
A stochastic mathematical model is proposed which considers a network of customers, where products are delivered from a central depot. These customers can share part of their product with the central depot for redistribution, aiming to minimize shortage for other customers. A mathematical model is proposed which includes the elements involved in distribution processes. It is then reformulated to consider shortage and the linearization of some of its elements.
Results:
Results show that implementing or adapting logistic strategies, such as managing from a central point and sharing resources along the supply chain, allows companies to reduce the complexity of some decisions and improve performance.
Conclusions:
Implementing logistic strategies such as centralized management and sharing resources along a supply network allows companies to reduce the complexity of some decisions and, in turn, improve their performance.
Palavras-chave : Centralized supply chains; optimization under uncertainty; sharing resources..