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A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment
Abstract
Modeling of the competitive decision making process between two players which have opposite objectives is defined as “Network Interdiction Problem” in the literature. In this study, procurement process in which two competitive firms procure liquid good from the same set of the suppliers is handled. This process is designed as a network interdiction problem for competition environment in which one of the firms tries to procure goods with minimum cost, the other one tries to maximize the procurement cost of the competitor with owned interdiction budget, as well. In this problem transforming the structure of supply chain into minimum cost flow network, a bi-level mathematical model is proposed
Keywords
References
- Akgün, İ., Tansel, B.Ç. ve Wood, R.K. (2011) “The Multi-Terminal Maximum-Flow Network-Interdiction Problem” European Journal of Operational Research, 211(2), 241-251.
- Ball, M.O., Golden, B.L. ve Vohra, R.V. (1989) “Finding the Most Vital Arcs in a Network” Operations Research Letters, 8(2), 73-76.
- Bayrak, H. ve Matthew D. Bailey, M.D. (2008) “Shortest Path Network Interdiction with Asymmetric Information” Networks, 52(3), 133-140.
- Borrero, J.S., Prokopyev, O.A. ve Sauré, D. (2016) “Sequential Shortest Path Interdiction with Incomplete Information” Decision Analysis, 13(1), 68-98.
- Corley, H. ve Chang, H. (1974) “Finding the n Most Vital Nodes in a Flow Network” Manage Science, 21, 362-364.
- Corley, H. ve David, Y.S. (1982) “Most Vital Links and Nodes in Weighted Networks” Operations Research Letters, 1(4), 157-160.
- Cormican, K.J., Morton, D.P. ve Wood, R.K. (1998) “Stochastic Network Interdiction” Operations Research, 46(2), 184-197.
- Fulkerson, D.R. ve Harding, G.C. (1977) “Maximiz- ing the Minimum Source-Sink Path Subject to a Budget Constraint” Mathematical Programming, 13(1), 116-118.
Details
Primary Language
English
Subjects
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Journal Section
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Publication Date
November 1, 2016
Submission Date
November 1, 2016
Acceptance Date
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Published in Issue
Year 2016 Volume: 16 Number: 5
APA
Özçelik, G., & Gencer, C. T. (2016). A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment. Ege Academic Review, 16(5), 85-92. https://izlik.org/JA59HK87LZ
AMA
1.Özçelik G, Gencer CT. A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment. ear. 2016;16(5):85-92. https://izlik.org/JA59HK87LZ
Chicago
Özçelik, Gökhan, and Cevriye Temel Gencer. 2016. “A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment”. Ege Academic Review 16 (5): 85-92. https://izlik.org/JA59HK87LZ.
EndNote
Özçelik G, Gencer CT (November 1, 2016) A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment. Ege Academic Review 16 5 85–92.
IEEE
[1]G. Özçelik and C. T. Gencer, “A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment”, ear, vol. 16, no. 5, pp. 85–92, Nov. 2016, [Online]. Available: https://izlik.org/JA59HK87LZ
ISNAD
Özçelik, Gökhan - Gencer, Cevriye Temel. “A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment”. Ege Academic Review 16/5 (November 1, 2016): 85-92. https://izlik.org/JA59HK87LZ.
JAMA
1.Özçelik G, Gencer CT. A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment. ear. 2016;16:85–92.
MLA
Özçelik, Gökhan, and Cevriye Temel Gencer. “A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment”. Ege Academic Review, vol. 16, no. 5, Nov. 2016, pp. 85-92, https://izlik.org/JA59HK87LZ.
Vancouver
1.Gökhan Özçelik, Cevriye Temel Gencer. A Bi-Level Mathematical Model Proposal for Procurement Process of Liquid Good in Competitive Environment. ear [Internet]. 2016 Nov. 1;16(5):85-92. Available from: https://izlik.org/JA59HK87LZ