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A generalized algebraic model for optimizing inventory decisions in a multi-stage complex supply chain

In this paper, we deal with more generalized inventory coordination mechanism in an n-stage, multi-customer, non-serial supply chain, where we extend and generalize pervious works that use algebraic methods to optimize this coordinated supply chain. We establish the recursive expressions for this mu...

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Published in:Transportation research. Part E, Logistics and transportation review Logistics and transportation review, 2009-05, Vol.45 (3), p.409-418
Main Authors: Seliaman, M.E., Ahmad, Ab Rahman
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Language:English
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description In this paper, we deal with more generalized inventory coordination mechanism in an n-stage, multi-customer, non-serial supply chain, where we extend and generalize pervious works that use algebraic methods to optimize this coordinated supply chain. We establish the recursive expressions for this multi-variable optimization problem. These expressions are used for the derivation of the optimal replenishment policy and the development of the solution algorithm. Further, we describe a simple procedure that can help in sharing the coordination cost benefits to induce all stages to adopt the inventory coordination mechanism. We provide a numerical example for illustrative purposes.
doi_str_mv 10.1016/j.tre.2008.09.012
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subjects Coordination
Inventory management
Mathematical models
Optimization algorithms
Production-inventory models
Studies
Supply chain integration
Supply chain integration Production-inventory models Without derivatives
Supply chains
Without derivatives
title A generalized algebraic model for optimizing inventory decisions in a multi-stage complex supply chain
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