Abstract
In this paper we consider a procurement problem under purchase price uncertainty, which is the case encountered by companies who purchase from spot markets with fluctuating prices. We develop a procurement model by introducing the dynamics of information revelation via Bayesian learning, derive its optimal solution and identify some thresholds to improve purchase timing decisions. Using historical spot price data of crudes oils, we verify the effectiveness of proposed policies compared to the current policy of Chinese oil refineries, and find the Bayesian learning model does perform well—billions of dollars could be saved over the past several years.
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References
Azoury KS (1985) Bayes solution to dynamic inventory models under unknown demand distribution. Manage Sci 31(9):1150–1160
Berling P, MartÃnez-de-Albéniz V (2011) Optimal inventory policies when purchase price and demand are stochastic. Oper Res 59(1):109–124
Fabian T, Fisher JL, Sasieni MW, Yardeni A (1959) Purchasing raw material on a fluctuating market. Oper Res 7(1):107–122
Fink D A compendium of conjugate priors, unpublished
Gaur V, Seshadri S, Subrahmanyam MG Optimal timing of inventory decisions with price uncertainty, unpublished
Golabi K (1985) Optimal inventory policies when ordering prices are random. Oper Res 33(3):575–588
Gurnani H, Tang C (1999) Optimal ordering decisions with uncertain cost and demand forecast updating. Manage Sci 45(10):1456–1462
Jiang XY (2010) The risk analysis of imported crude oil valuation (Chinese). Petrol Petrochem Today 18(6):41–44
Kalymon BA (1971) Stochastic prices in a single-item inventory purchasing model. Oper Res 19(6):1434–1458
Karlin S (1960) Dynamic inventory policy with varying stochastic demands. Manage Sci 6(3):231–258
Li C, Kouvelis P (1999) Flexible and risk-sharing supply contracts under price uncertainty. Manage Sci 45(10):1378–1398
MartÃnez-de-Albéniz V, Simchi-Levi D (2006) Mean-variance trade-offs in supply contracts. Nav Res Logist 53(7):603–616
Miller LT, Park CS (2005) A learning real options framework with application to process design and capacity planning. Prod Oper Manage 14(1):5–20
Scarf H (1959) Bayes solutions of the statistical inventory problem. Ann Math Stat 30(2):490–508
Secomandi N, Kekre S Commodity procurement with demand forecast and forward price updates, unpublished
Yi J, Scheller-Wolf A Dual sourcing from a regular supplier and a spot Market. unpublished
Yu C, Fang J (2005) Optimization and control over the purchasing costs of imported crude oil (In Chinese). Int Petrol Econ 13(8):44–46
Acknowledgments
This study is supported in part by the National Natural Science Foundation of China (Grant No. 70771058/60834004), and the 863 Program of China (2008AA04Z102).
The authors thank H. S. Deng, X. F. Li, A. B. Pang, and G. P. Xiao from the China Petroleum & Chemical Corporation for the detailed information on refinery procurement operations. The authors also thank Prof. C. S. Park from Auburn University for his patient instructions on Bayesian learning approach.
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© 2013 Springer-Verlag Berlin Heidelberg
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Xie, Zx., Zheng, L. (2013). A Bayesian Learning Approach for Making Procurement Policies Under Price Uncertainty. In: Qi, E., Shen, J., Dou, R. (eds) The 19th International Conference on Industrial Engineering and Engineering Management. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-38391-5_1
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DOI: https://doi.org/10.1007/978-3-642-38391-5_1
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