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Information Journal Paper

Title

Proposing a game-theoretic approach for cooperative multi-echelon fuzzy supply chain with discount and marketing costs

Pages

  51-86

Abstract

 Emphasizing the importance of competition and cooperation in Supply Chains promote the revitalization of Game Theory as a convenient tool for analyzing interactions, as well as how it affects the different levels of cooperation and coordination in a Supply Chain. Therefore, using the Game Theory concept, and based on a side-contract of partnership in profits and Marketing costs, in which profit is shared between all the chain levels’ members and marketing expenses is shared between producer and retailer, a cooperation model has been designed with the aim of maximizing the Supply Chain profit. In this research for the first time in fuzzy enviormet and with considering discount costs, a mathematical modeling is proposed in which to get closer to real conditions, Marketing cost is considered as a triangular fuzzy number. The proposed model has been solved using Genetic algorithm (GA), simulated annealing algorithm (SA) and a hybrid algorithm based on GA-SA, for some random examples, and the model has been validated using GAMS software.

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  • Cite

    APA: Copy

    BEHNAMIAN, JAVAD, & Bashar, Mohammad Mehdi. (2020). Proposing a game-theoretic approach for cooperative multi-echelon fuzzy supply chain with discount and marketing costs. JOURNAL OF INDUSTRIAL MANAGEMENT STUDIES, 18(56 ), 51-86. SID. https://sid.ir/paper/391090/en

    Vancouver: Copy

    BEHNAMIAN JAVAD, Bashar Mohammad Mehdi. Proposing a game-theoretic approach for cooperative multi-echelon fuzzy supply chain with discount and marketing costs. JOURNAL OF INDUSTRIAL MANAGEMENT STUDIES[Internet]. 2020;18(56 ):51-86. Available from: https://sid.ir/paper/391090/en

    IEEE: Copy

    JAVAD BEHNAMIAN, and Mohammad Mehdi Bashar, “Proposing a game-theoretic approach for cooperative multi-echelon fuzzy supply chain with discount and marketing costs,” JOURNAL OF INDUSTRIAL MANAGEMENT STUDIES, vol. 18, no. 56 , pp. 51–86, 2020, [Online]. Available: https://sid.ir/paper/391090/en

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