[1] A. Mahmoodi, Stackelberg-Equilibrium of Pricing and Inventory Decisions in a Supply Chain, in: 2019 15th Iran International Industrial Engineering Conference (IIIEC), IEEE, 2019, pp. 14-17.
[2] M.A. Cohen, Joint pricing and ordering policy for exponentially decaying inventory with known demand, Naval Research Logistics, 24 (1977) 257-268.
[3] C.-Y. Dye, Joint pricing and ordering policy for a deteriorating inventory with partial backlogging, Omega, 35 (2007) 184-189.
[4] Z. Chen, Joint decision of inventory and pricing for deteriorating items with partial backlogging and multi-constraint, International Journal of Modelling in Operations Management, 3 (2013) 184-205.
[5] S. Panda, S. Saha, M. Basu, Optimal pricing and lot-sizing for perishable inventory with price and time dependent ramp-type demand, International Journal of Systems Science, 44 (2013) 127-138.
[6] P. Chintapalli, Simultaneous pricing and inventory management of deteriorating perishable products, Annals of Operations Research, 229 (2015) 287-301.
[7] M.R. Gholamian, H. Zamani Bajegani, An inventory control model for obsolete items with consideration of all unit quantity discount and price-dependent on order quantity, Modern Research in Decision Making, 4 (2019) 127-146. (in persian)
[8] L. Feng, J. Zhang, W. Tang, Optimal inventory control and pricing of perishable items without shortages, IEEE Transactions on Automation Science and Engineering, 13 (2016) 918-931.
[9] G.A. Chua, R. Mokhlesi, A. Sainathan, Optimal discounting and replenishment policies for perishable products, International Journal of Production Economics, 186 (2017) 8-20.
[10] F. Lu, H. Xu, P. Chen, S.X. Zhu, Joint pricing and production decisions with yield uncertainty and downconversion, International Journal of Production Economics, 197 (2018) 52-62.
[11] S. Tiwari, C.K. Jaggi, M. Gupta, L.E. Cárdenas-Barrón, Optimal pricing and lot-sizing policy for supply chain system with deteriorating items under limited storage capacity, International Journal of Production Economics, 200 (2018)278-290.
[12] C.N. Rapolu, D.H. Kandpal, Joint pricing, advertisement, preservation technology investment and inventory policies for non-instantaneous deteriorating items under trade credit, OPSEARCH, (2019) 1-27.
[13] M.A. Agi, H.N. Soni, Joint pricing and inventory decisions for perishable products with age-, stock-, and price-dependent demand rate, Journal of the Operational Research Society, 71 (2020) 85-99.
[14] F. Bernstein, A. Federgruen, Dynamic inventory and pricing models for competing retailers, Naval Research Logistics (NRL), 51 (2004) 258-274.
[15] F. Bernstein, A. Federgruen, Decentralized supply chains with competing retailers under demand uncertainty, Management Science, 51 (2005) 18-29.
[16] E. Adida, G. Perakis, Dynamic pricing and inventory control: Uncertainty and competition, Operations Research, 58 (2010) 289-302.
[17] K. Chen, T. Xiao, Pricing and replenishment policies in a supply chain with competing retailers under different retail behaviors, Computers & Industrial Engineering, 103 (2017) 145-157.
[18] Y. He, H. Huang, D. Li, Inventory and pricing decisions for a dual-channel supply chain with deteriorating products, Operational Research, (2018) 1-43.
[19] M. Malekitabar, S. Yaghoubi, A two-stage pricing and inventory optimization model for both ameliorating and deteriorating items in a competing environment, Journal of Industrial and Systems Engineering, 10 (2017) 50-71.
[20] A. Mahmoodi, Joint pricing and inventory control of duopoly retailers with deteriorating items and linear demand, Computers & Industrial Engineering, 132 (2019) 36-46.
[21] A. Mahmoodi, Stackelberg–Nash equilibrium of pricing and inventory decisions in duopoly supply chains using a nested evolutionary algorithm, Applied Soft Computing, 86 (2020) 105922.
[22] H.R. Akbarfakhrabadi, J. Gheidar-Kheljani, S.H. Ghodsypour, Competition modeling in coordinating a three level supply chain, Modern Research in Decision Making, 1 (2016) 1-22. (in persian)
[23] J. Behnamian, M.M. Bashar, Multi-stage modeling for non-cooperative multi-echelon supply chain management problem with discount under uncertainty, Modern Research in Decision Making, 2 (2017) 49-75. (in persian)
[24] E.J. Anderson, Y. Bao, Price competition with integrated and decentralized supply chains, European Journal of Operational Research, 200 (2010) 227-234.
[25] A. Mahmoodi, K. Eshghi, Price competition in duopoly supply chains with stochastic demand, Journal of Manufacturing Systems, 33 (2014) 604-612.
[26] H. Nikaidô, K. Isoda, Note on non-cooperative convex games, Pacific Journal of Mathematics, 5 (1955) 807-815.
[27] A. Matsumoto, F. Szidarovszky, Game theory and its applications, Springer, 2016.