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Asymmetric retailers with different moving sequences: group buying vs. individual purchasing. (English) Zbl 1403.90443
Summary: Given a quantity discount contract, retailers often prefer group buying to individual purchasing to acquire a lower wholesale price. However, under the combined effects of asymmetric demand information and different moving sequences, information revelation/acquisition between retailers may occur under group buying, thereby directly affecting their preference between individual purchasing and group buying. To capture their real preferences, we develop a model in which two retailers with asymmetric demand information purchase products from a common supplier under either individual purchasing or group buying (when moving first, later or simultaneously) and then sell to the market. We show that the informed retailer may forego group buying due to her loss of information advantage because her order quantity is revealed by the uninformed retailer. Moreover, the uninformed retailer may also reject group buying, despite obtaining demand information, because acquiring information by purposely moving later eliminates the uninformed retailer’s first-mover right and reduces his market share. Furthermore, in the context of information management, we demonstrate that the process of information revelation/acquisition harms the informed retailer to some extent but benefits the uninformed retailer to a greater extent relative to the first-best outcome under perfect information. We also address that the first-mover right becomes less valuable for both retailers with increased information value and, in particular, that their preferences concerning the moving sequence cannot reach a consensus in any case.

MSC:
90B50 Management decision making, including multiple objectives
90B05 Inventory, storage, reservoirs
90B06 Transportation, logistics and supply chain management
91B42 Consumer behavior, demand theory
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References:
[1] Anand, K. S.; Goyal, M., Strategic information management under leakage in a supply chain, Management Science, 55, 3, 438-452, (2009) · Zbl 1232.90107
[2] Bolton, P.; Dewatripont, M., Contract theory, (2005), MIT Press
[3] Buchanan, J. M., The theory of monopolistic quantity discounts, The Review of Economic Studies, 20, 3, 199-208, (1952)
[4] Chaharsooghi, S. K.; Heydari, J., Supply chain coordination for the joint determination of order quantity and reorder point using credit option, European Journal of Operational Research, 204, 1, 86-95, (2010) · Zbl 1178.90034
[5] Chen, R. R.; Roma, P., Group buying of competing retailers, Production and Operations Management, 20, 2, 181-197, (2011)
[6] Cobb, B. R.; Johnson, A. W., A note on supply chain coordination for joint determination of order quantity and reorder point using a credit option, European Journal of Operational Research, 233, 3, 790-794, (2014) · Zbl 1339.90020
[7] Dana, J. D., Buyer groups as strategic commitments, Games and Economic Behavior, 74, 2, 470-485, (2012) · Zbl 1279.91071
[8] Dolan, R. J., Quantity discounts: managerial issues and research opportunities, Marketing Science, 6, 1, 1-22, (1987)
[9] Erhun, F.; Keskinocak, P.; Tayur, S., Dynamic procurement, quantity discounts, and supply chain efficiency, Supply chain coordination under uncertainty, (pp.219-233), (2011), Springer Berlin Heidelberg
[10] Fang, Y.; Shou, B., Managing supply uncertainty under supply chain Cournot competition, European Journal of Operational Research, 243, 1, 156-176, (2015) · Zbl 1346.90025
[11] Gabor, A., A note on block tariffs, The Review of Economic Studies, 23, 1, 32-41, (1955)
[12] Guo, L.; Li, T.; Zhang, H., Strategic information sharing in competing channels, Production and Operations Management, 23, 10, 1719-1731, (2014)
[13] Ha, A. Y.; Tong, S.; Zhang, H., Sharing demand information in competing supply chains with production diseconomies, Management Science, 57, 3, 566-581, (2011) · Zbl 1214.91043
[14] Heese, H. S.; Kemahlioglu-Ziya, E., Don’t ask, don’t tell: sharing revenues with a dishonest retailer, European Journal of Operational Research, 248, 2, 580-592, (2016) · Zbl 1346.90031
[15] Hu, Q.; Schwarz, L. B.; Uhan, N. A., The impact of group purchasing organizations on healthcare-product supply chains, Manufacturing & Service Operations Management, 14, 1, 7-23, (2012)
[16] Hu, Q. J.; Schwarz, L. B., Controversial role of GPOs in healthcare-product supply chains, Production and Operations Management, 20, 1, 1-15, (2011)
[17] Ingene, C. A.; Parry, M. E., Channel coordination when retailers compete, Marketing Science, 14, 4, 360-377, (1995)
[18] Jackson, J. E.; Munson, C. L., Shared resource capacity expansion decisions for multiple products with quantity discounts, European Journal of Operational Research, 253, 3, 602-613, (2016) · Zbl 1346.90034
[19] Jeuland, A. P.; Shugan, S. M., Managing channel profits, Marketing Science, 2, 3, 239-272, (1983)
[20] Kanda, A.; Deshmukh, S. G., Supply chain coordination: perspectives, empirical studies and research directions, International Journal of Production Economics, 115, 2, 316-335, (2008)
[21] Kerin, R. A.; Varadarajan, P. R.; Peterson, R. A., First-mover advantage: A synthesis, conceptual framework, and research propositions, The Journal of Marketing, 56, 4, 33-52, (1992)
[22] Keskinocak, P.; Savasaneril, S., Collaborative procurement among competing buyers, Naval Research Logistics, 55, 6, 516-540, (2008) · Zbl 1154.91320
[23] Kong, G.; Rajagopalan, S.; Zhang, H., Revenue sharing and information leakage in a supply chain, Management Science, 59, 3, 556-572, (2013)
[24] Laffont, J. J.; Martimort, D., The theory of incentives: the principal-agent model, (2009), Princeton University Press Princeton, NJ
[25] Li, T.; Calantone, R. J., The impact of market knowledge competence on new product advantage: conceptualization and empirical examination, The Journal of Marketing, 62, 4, 13-29, (1998)
[26] Li, Z.; Gilbert, S. M.; Lai, G., Supplier encroachment under asymmetric information, Management Science, 60, 2, 449-462, (2013)
[27] Li, Z.; Gilbert, S. M.; Lai, G., Supplier encroachment as an enhancement or a hindrance to nonlinear pricing, Production and Operations Management, 24, 1, 89-109, (2015)
[28] Liang, X.; Ma, L.; Xie, L.; Yan, H., The informational aspect of the group-buying mechanism, European Journal of Operational Research, 234, 1, 331-340, (2014) · Zbl 1305.91160
[29] Lieberman, M. B.; Montgomery, D. B., First-mover advantages, Strategic management journal, 9, 41-58, (1988)
[30] Mansini, R.; Savelsbergh, M. W.; Tocchella, B., The supplier selection problem with quantity discounts and truckload shipping, Omega, 40, 4, 445-455, (2012)
[31] Matsui, K., Asymmetric product distribution between symmetric manufacturers using dual-channel supply chains, European Journal of Operational Research, 248, 2, 646-657, (2016) · Zbl 1346.90152
[32] Milgrom, P.; Roberts, J., Limit pricing and entry under incomplete information: an equilibrium analysis, Econometrica: Journal of the Econometric Society, 50, 2, 443-459, (1982) · Zbl 0474.90016
[33] Nie, T.; Du, S., Dual-fairness supply chain with quantity discount contracts, European Journal of Operational Researchh, (2016) · Zbl 1394.90115
[34] Raju, J.; Zhang, Z. J., Channel coordination in the presence of a dominant retailer, Marketing Science, 24, 2, 254-262, (2005)
[35] Sawik, T., Single vs. multiple objective supplier selection in a make to order environment, Omega, 38, 3, 203-212, (2010)
[36] Schotanus, F.; Telgen, J.; de Boer, L., Unraveling quantity discounts, Omega, 37, 3, 510-521, (2009)
[37] Singh, N.; Vives, X., Price and quantity competition in a differentiated duopoly, The RAND Journal of Economics, 546-554, (1984)
[38] Tran, T.; Desiraju, R., Group-buying and channel coordination under asymmetric information, European Journal of Operational Research, 256, 1, 68-75, (2016) · Zbl 1394.90381
[39] Urban, G. L.; Carter, T.; Gaskin, S.; Mucha, Z., Market share rewards to pioneering brands: an empirical analysis and strategic implications, Management Science, 32, 6, 645-659, (1986)
[40] Weng, Z. K., Channel coordination and quantity discounts, Management Science, 41, 9, 1509-1522, (1995) · Zbl 0861.90067
[41] Yang, Y. C.; Cheng, H. K.; Ding, C.; Li, S., To join or not to join group purchasing organization: A vendor’s decision, European Journal of Operational Research, (2016)
[42] Yu, W., Cooperative purchasing in small and medium-sized enterprises, Supply chain strategies, issues and models, 193-208, (2014), Springer London
[43] Zhou, M.; Dan, B.; Ma, S.; Zhang, X., Supply chain coordination with information sharing: the informational advantage of gpos, European Journal of Operational Research, 256, 3, 785-802, (2017) · Zbl 1394.90072
[44] Zhou, Y.; Xie, J., Potentially self-defeating: group buying in a two-tier supply chain, Omega, 49, 42-52, (2014)
[45] Zhou, Y. W., A comparison of different quantity discount pricing policies in a two-echelon channel with stochastic and asymmetric demand information, European Journal of Operational Research, 181, 2, 686-703, (2007) · Zbl 1131.90309
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