Subject Areas :
سيد غلامرضا جلالي نائيني 1 , Kamran shahanaghi 2
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Keywords:
Abstract :
] Abad, Prakash L., Jaggi, C.K., 2003. Joint approach for setting unit price and the length of the credit period for a seller when end demand is price sensitive. International Journal of Production Economics 83, 115–122.
[2] Cachon, G., Netessine, S., 2004. Game theory in supply chain analysis. In: Simchi-Levi, D., Wu, S.D., Shen, M. (Eds.), Handbook of Supply Chain Analysis in the E-Business Era. Kluwer Academic Publishers, USA.
[3] Ching-Ter Chang, Chei-Chang Chiou, Yi-Shin Liao, Shu-Chin Chang, 2008. An exact policy for enhancing buyer–supplier linkage in supply chain system. Int. J. Production Economics 113, 470–479.
[4] Chen L.H., Fu-SenKang, 2009. Coordination between vendor and buyer considering trade credit and items of imperfect quality.Int.J. of Production Economics.
[5] Chen L.H., Fu-Sen Kang, 2010. Integrated inventory models considering permissible delay in payment and variant pricing strategy. Applied Mathematical Modeling 34, 36–46.
[6] Chu H. W. J., ChingChyi Lee (2006) Strategic information sharing in a supply chain. European Journal of Operational Research 174 1567–1579
[7] Esmaeili M. (2009). Optimal selling price, marketing expenditureand lot size under general demand function. Int. J. Advanced Manufacturing Technology. 45:191–198.
[8] Esmaeili, M., Aryanezhad, M.B., Zeephongsekul, P., 2009. A game theory approach in seller–buyer supply chain. European Journal of Operational Research 195, 442–448.
[9] Esmaeili, M., Zeephongsekul, P., 2009. Seller–buyer models of supply chain management with an asymmetric information structure. Int. J. Production Economics .
[10] Goyal S.K. , 1977. An integrated inventory model for a single supplier-single customer problem. International Journal of Production Research 15 (1), 107–111.
[11] Hsiao J.M., Lin C. (2005). A buyer-vendor EOQ model with changeable lead-time in supply chain. Int. J. Advanced Manufacturing Technology 26: 917–921.
[12] Huang, Z. M., & Li, S. X. (2001). Co-op advertising models in manufacturer–retailer supply chains: A game theory approach. European Journal of Operational Research, 135(3), 527–544.
[13] Kohli, R., Park, H., 1994. Coordinating buyer–seller transactions across multiple products. Management Science 40 (9), 45–50.
[14] Kotler, P. (1971). In market decision making: A model building approach. New York: Holt RinchartWinstion.
[15] Kelle P., Pamela A. Miller, Asli Y. Akbulut, 2007. Coordinating ordering/shipment policy for buyer and supplier: Numerical and empirical analysis of influencing factors. Int. J. Production Economics 108, 100–110.
[16] Kim S.L., Daesung Ha, 2003. A JIT lot-splitting model for supply chain management: Enhancing buyer–supplier linkage. Int. J. Production Economics 86, 1–10
[17] Lal R., Staelin R., 1984. An approach for developing an optimal discount pricing policy. Management Science, 30, 1524–1539.
[18] MingmingLeng, MahmutParlar, 2009. Lead-time reduction in a two-level supply chain: Non-cooperative equilibria vs. coordination with a profit-sharing contract. Int. J. Production Economics 118, 521–544.
[19] Monahan J. P., 1984. A quantity discount pricing model to increase vendor profits. Management Science, 30(6), 720–726.
[20] Munson, C.L., Rosenblatt, M.J., 2001. Coordinating a three-level supply chain with quantity discounts. IIE Transactions 33 (5), 371–384.
[21] Osman M.S., M.A. Abo-Sinna, A.H. Amer, O.E. Emam, 2004. A multi-level non-linear multi-objective decision-making under fuzziness. Applied Mathematics and Computation 153, 239–252.
[22] Rosenblatt M. J., Lee H. L., 1985. Improving profitability with quantity discounts under fixed demand. IIE Transactions, 17, 388–395.
[23] Wang H. , Min Guo , Janet Efstathiou (2004) A game-theoretical cooperative mechanism design for a two-echelon decentralized supply chain. European Journal of Operational Research 157, 372–388
[24] Weng, Z. K., 1995. Channel coordination and quantity discounts. Management Science, 41(9), 1509–1522
[25] Yugang Yu, George Q. Huang, Liang Liang, 2009. Stackelberg game-theoretic model for optimizing advertising, pricing and inventory policies in vendor managed inventory (VMI) production supply chains Computers & Industrial Engineering 57, 368–382
