References
- Adida, E., and G. Perakis. 2006. “A Robust Optimization Approach to Dynamic Pricing and Inventory Control with no Backorders.” Mathematical Programming 107: 97–129.
- Ardjmand, E., G. R. Weckman, W. A. Young II, O. S. Bajgiran, and B. Aminipour. 2016. “A Robust Optimisation Model for Production Planning and Pricing under Demand Uncertainty.” International Journal of Production Research 54 (13): 3885–3905.
- Arshinder, K., A. Kanda, and S. G. Deshmukh. 2008. “Supply Chain Coordination: Perspectives, Emperical Studies and Research Directions.” International Journal of Production Economics 115 (2): 316–335.
- Arshinder, K., A. Kanda, and S. G. Deshmukh. 2011. A Review on Supply Chain Coordination: Coordination Mechanisms, Managing Uncertainty and Research Directions, 39–82. Berlin, Heidelberg: Springer, Berlin Heidelberg.
- Ashayeri, J., N. Ma, and R. Sotirov. 2014. “Supply Chain Downsizing under Bankruptcy: A Robust Optimization Approach.” International Journal of Production Economics 154: 1–15.
- Ben-Tal, A., B. Do Chung, S. R. Mandala, and T. Yao. 2011. “Robust Optimization for Emergency Logistics Planning: Risk Mitigation in Humanitarian Relief Supply Chain.” Transportation Research Part B: Methodological 45: 1177–1189.
- Ben-Tal, A., L. El-Ghaoui, and A. Nemirovski. 2009. Robust Optimization. Princeton, NY: Princeton Press.
- Ben-Tal, A., B. Golany, A. Nemirovski, and J-Ph Vial. 2005. “Retailer-supplier Flexible Commitment Contracts: A Robust Optimization Approach.” Manufacturing & Service Operations Management 7: 248–271.
- Ben-Tal, A., B. Golany, and S. Shtern. 2009. “Robust Multi-echelon Multi-period Inventory Control.” European Journal of Operational Research 199: 922–935.
- Ben-Tal, A., A. Goryashko, E. Guslitzer, and A. Nemirovski. 2004. “Adjustable Robust Solutions of Uncertain Linear Programs.” Mathematical Programming 99 (2): 351–376.
- Ben-Tal, A., and A. Nemirovski. 1997. “Stable Truss Topology Design via Semidefinite Programming.” SIAM Journal on Optimization 7 (4): 991–1016.
- Ben-Tal, A., and A. Nemirovski. 1998. “Robust Convex Optimization.” Mathematics of Operations Research 23 (4): 769–805.
- Ben-Tal, A., and A. Nemirovski. 1999. “Robust Solutions of Uncertain Linear Programs.” OR Letters 25 (1): 1–13.
- Bernstein, F., and G. A. DeCroix. 2015. “Advance Demand Information in a Multiproduct System.” Manufacturing & Service Operations Management 17 (1): 52–65.
- Bertsimas, D., D. Brown, and C. Caramanis. 2011. “Theory and Applications of Robust Optimization.” SIAM Review 53 (3): 464–501.
- Bertsimas, D., D. A. Iancu, and P. A. Parrilo. 2010. “Optimality of Affine Policies in Multistage Robust Optimization.” Mathematics of Operations Research 35: 363–394.
- Bertsimas, D., and M. Sim. 2004. “The Price of Robustness.” Operations Research 52 (1): 35–53.
- Bertsimas, D., and A. Thiele. 2006. “A Robust Optimization Approach to Supply Chain Management.” Operations Research 54: 150–168.
- Birge, J. R., and F. Louveaux. 2011. Introduction to Stochastic Programming. Springer, NY: Springer Science & Business Media.
- Bitran, G., and R. Caldeney. 2003. “Comissioned Paper: An Overview of Pricing Models for Revenue Management.” Manufacturing and Service Operations Management 5: 203–229.
- Buhayenko, V., and D. den Hertog. 2016. “Adjustable Robust Optimization Approach to Optimize Discounts for a Multi-period Supply Chain Problem under Demand Uncertainty.” 28th European Conference on Operational Research EURO 2016.
- Buhayenko, V., and E. van Eikenhorst. 2016. “Synchronization of Customers’ Orders Using Discounts.” International Journal of Systems Science: Operations & Logistics 3 (3): 148–162.
- Chen, F., A. Federguen, and Y. Zheng. 2001. “Coordination Mechanisms for a Distribution System with One Supplier and Multiple Customers.” Management Science 47: 693–708.
- Corbett, C. J., and X. de Groote. 2000. “A Supplier’s Optimal Quantity Discount Policy Under Asymmetric Information.” Management Science 46 (3): 444–450.
- De Ruiter, F. J. C. T., R. C. M. Brekelmans, and D. den Hertog. 2016. “The Impact of the Existence of Multiple Adjustable Robust Solutions.” Mathematical Programming 160 (1): 531–545.
- Du, R., A. Banerjee, and S. L. Kim. 2013. “Coordination of Two-echelon Supply Chains Using Wholesale Price Discount and Credit Option.” International Journal of Production Economics 143: 327–334.
- El-Ghaoui, L., and H. Lebret. 1997. “Robust Solution to Least-squares Problems with Uncertain Data.” SIAM Journal on Matrix Analysis and Applications 18: 1035–1064.
- El-Ghaoui, L., F. Oustry, and H. Lebret. 1998. “Robust Solutions to Uncertain Semidefinite Programs.” SIAM Journal on Optimization 9 (1): 33–52.
- Elmaghraby, W., and P. Keskinocak. 2003. “Dynamic Pricing in the Presence of Inventory Considerations: Research Overwiev, Current Practices, and Future Directions.” Management Science 49 (10): 1287–1309.
- Eppen, G. D., and R. K. Martin. 1987. “Solving Multi-item Capacitated Lot-sizing Problems Using Variable Redefinition.” Operations Research 35 (6): 832–848.
- Fisher, M., J. Hammond, W. Obermeyer, and A. Raman. 1994. “Making Supply Meet Demand in an Uncertain World.” Harvard Business Review(May-June):83–94.
- Gabrel, V., C. Murat, and A. Thiele. 2014. “Recent Advances in Robust Optimization: An Overview.” European Journal of Operational Research 235: 471–483.
- Gorissen, B. L., I. Yanıkoğlu, and D. den Hertog. 2015. “A Practical Guide to Robust Optimization.” Omega 53: 124–137.
- Higle, J. L., and K. G. Kempf. 2011. “Production Planning under Supply and Demand Uncertainty: A Stochastic Programming Approach.” In Stochastic Programming, edited by G. Infanger, 297–314. New York, USA: Springer Science+Business Media.
- Huang, X., S.-M. Choi, W.-K. Ching, Tak-Kuen Siu, and Min Huang. 2011. “On Supply Chain Coordination for False Failure Returns: A Quantity Discount Contract Approach.” International Journal of Production Economics 133 (2): 634–644.
- Iancu, D. A., M. Sharma, and M. Sviridenko. 2013. “Supermodularity and Affine Policies in Dynamic Robust Optimization.” Operations Research 61: 941–956.
- Jeuland, A., and S. M. Shugan. 1983. “Managing Channel Profits.” Marketing Science 2 (3): 239–272.
- Lal, R., and R. Staelin. 1984. “An Approach for Developing an Optimal Quantity Discount Pricing Policy.” Management Science 30 (12): 1524–1539.
- Lee, H. L., and M. J. Rosenblatt. 1986. “A Generalized Quantity Discount Pricing Model to Increase Supplier’s Profits.” Management Science 32: 1177–1185.
- Li, J., and L. Liu. 2006. “Supply Chain Coordination with Quantity Discount Policy.” International Journal of Production Economics 101 (1): 89–99.
- Phillips, R. L. 2005. Pricing and Revenue Optimization. Stanford, CA: Stanford Business Books.
- Pishvaee, M. S., M. Rabbani, and S. A. Torabi. 2011. “A Robust Optimization Approach to Closed-loop Supply Chain Network Design under Uncertainty.” Applied Mathematical Modelling 135: 637–649.
- Qi, X., J. F. Bard, and G. Yu. 2004. “Supply Chain Coordination with Demand Disruptions.” Omega 32 (4): 301–312.
- Qin, Y., H. Tang, and C. Guo. 2007. “Channel Coordination and Volume Discounts with Price-sensitive Demand.” International Journal of Production Economics 105 (1): 43–53.
- Shapiro, A. 1994. “Quantitative stability in Stochastic Programming.” Mathematical Programming 67: 99–108.
- Shapiro, A., and A. Nemirovski. 2005. On Complexity of Stochastic Programming Problems, 111–146. Boston, MA: Springer, US.
- Shapiro, A., and A. Philpott. 2007. A Tutorial on Stochastic Programming. Discussion Paper. Atlanta GA USA: Georgia Institute of Technology.
- Solyalı, O., J. F. Cordeau, and G. Laporte. 2012. “Robust Inventory Routing under Demand Uncertainty.” Transportation Science 3: 327–740.
- Soyster, A. L. 1973. “Convex Programming with Set-inclusive Constraints and Applications to Inexact Linear Programming.” Operations Research 21 (5): 1154–1157.
- Soyster, A. L. 1974. “A Duality Theory for Convex Programming with Set-inclusive Constraints.” Operations Research 22 (4): 892–898.
- Tsai, J.-F. 2007. “An Optimization Approach for Supply Chain Management Models with Quantity Discount Policy.” European Journal of Operational Research 177 (2): 982–994.
- Tsay, A. A., and N. Agrawal. 2000. “Channel Dynamics under Price and Service Competition.” Manufacturing & Service Operations Management 2 (4): 372–391.
- Tunc, H., O. A. Kilic, S. A. Tarim, and B. Eksioglu. 2013. “A Simple Approach for Assessing the Cost of System Nervousness.” International Journal of Production Economics 141 (2): 619–625.
- Vargas, V. 2009. “An Optimal Solution for the Stochastic Version of the Wagner--Whitin Dynamic Lot-size Model.” European Journal of Operational Research 198 (2): 447–451.
- Wagner, H. M., and T. M. Whitin. 1958. “Dynamic Version of the Economic Lot Size Model.” Management Science 5 (1): 89–96.
- Weng, Z. K. 1995. “Channel Coordination and Quantity Discounts.” Management Science 41: 1509–1522.
- Wiesemann, W., D. Kuhn, and M. Sim. 2014. “Distributionally Robust Convex Optimization.” Operations Research 62: 1358–1376.
- Xie, J., D. Zhou, J. C. Wei, and X. Zhao. 2010. “Price Discount based on Early Order Commitment in a Single Manufacturer-multiple Retailer Supply Chain.” European Journal of Operational Research 200 (2): 368–376.
- Zokaee, S., A. Jabbarzadeh, B. Fahimnia, and S. J. Sadjadi. 2014. “Robust Supply Chain Network Design: An Optimization Model with Real World Application.” Annals of Operations Research 1–30.