Abstract

In the supply chain system consisting of multiple suppliers and multiple retailers, in order to realize supply chain coordination, we studied the ordering decision under the quantity flexibility contract with competition between both sides. On the one hand, from the perspective of suppliers, a satisfactory production of goods for each supplier was obtained by means of a kind of interactive programmer step method. On the other hand, from the perspective of retailers, because each supplier holds a different preference attitude for different retailers, we sort retailers as preference in application of a group decision sequencing method of Markov chain. The optimal order quantity of goods for each retailer was obtained at the same time and we prove that it is Pareto optimal. Finally, we give a numerical example.

Highlights

  • Optimal supply chain performance requires the execution of a precise set of actions [1]

  • In the supply chain system consisting of multiple suppliers and multiple retailers, in order to realize supply chain coordination, we studied the ordering decision under the quantity flexibility contract with competition between both sides

  • At the same time we get the optimal order quantity of goods for each retailer and prove that the order quantity through a sequencing method in group decision making based on Markov chain is Pareto optimal

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Summary

Introduction

Optimal supply chain performance requires the execution of a precise set of actions [1]. The lack of mutual constraints among the members of the supply chain makes the decentralized supply chain operation inefficient. Optimal performance is achievable if the firms coordinate by signing contracts.

Qian et al DOI
Literature Review
Suppliers Competition Model
Retailers Competition Model
Numerical Analysis
Conclusion
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