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Bidding Strategies for Carrier
in Combinatorial Transportation Auction
Pittawat Ueasangkomsate, Manoj Lohatepanont
Pages - 1 - 17 | Revised - 15-01-2012 | Published - 21-02-2012
MORE INFORMATION
KEYWORDS
A Bid-to-Cost Ratio, Bid Price, Combinatorial Auction, Transportation Procurement, Bidding Strategies, Optimization Problem
ABSTRACT
In combinatorial auction for truckload transportation service procurement, we introduce the bidding strategy for carrier facing the hard valuation problem to all possible routes. The model uses a bid-to-cost ratio of carriers surveyed in Thailand to represent the bidding behavior in combinatorial freight procurement. This model facilitates carrier to value the bid price for interested packages that involve with pattern of transportation service under different competitive environment. The results of analysis with hypotheses in regression model reveal that pattern of transportation service, number of competitors, pattern of transportation service with number of competitors and a pre-empty backhaul to new lane distance ratio do impact significantly on bid price of carrier in combinatorial transportation auction. To find optimal bid price for interested packages in the incomplete information game, the empirical study in stochastic optimization problem with Monte Carlo method can present the best solution for bidder in order to acquire the maximum expected profit in the auction. The results obtained from optimal solution also show that they are more than the average benefit in the competition market considerably.
1 | Yan Fang, Zhang Feng, & Chen Kai. (2021). Research on the procurement of transportation services based on volume discounts under the supplementary effect of the spot market. Control and Decision, 36(11), 2794-2802. |
2 | Cui, Y. (2020). Models and methods of decentralized decision-making in logistics networks (Doctoral dissertation, Ecole centrale de Lille). |
3 | Cui, Y. (2020). Models ans methods for decentralized decision in logistics networks (Doctoral dissertation, Ecole Centrale de Lille). |
4 | Yan, F., Chen, K., & Wu, K. (2018, August). Solving the Bidding Generation Problem in Transportation Services Procurement by Using Bi-level Programming. In International Conference on Management Science and Engineering Management (pp. 343-353). Springer, Cham. |
5 | Al Shaqsi, S. (2018). Combinatorial Reverse Auctions in Construction Procurement. |
6 | Yan, F., Ma, Y., Xu, M., & Ge, X. (2018). Transportation service procurement bid construction problem from less than truckload perspective. Mathematical Problems in Engineering, 2018. |
7 | Triki, C. (2018, January). Enhancing the Carriers Synergy in the Full-Truck Transportation Industry. In 8th International Conference on Industrial Engineering and Operations Management, IEOM 2018 (pp. 2887-2892). IEOM Society. |
8 | Triki, C. (2016). Location-based techniques for the synergy approximation in combinatorial transportation auctions. Optimization Letters, 10(5), 1125-1139. |
9 | Chi, C. (2015). Mathematical Programming Approaches to Home Healthcare Nurse Routing Problem and Truckload Transportation Procurement via Combinatorial Auctions. |
10 | Triki, C., Oprea, S., Beraldi, P., & Crainic, T. G. (2014). The stochastic bid generation problem in combinatorial transportation auctions. European Journal of Operational Research, 236(3), 991-999. |
11 | Triki, C. (2014). The role of collaborative procurement of transportation services in improving the green supply chain management. International Journal of Innovation, Management and Technology, 5(4), 314. |
A. M. Kwasnica, J. O. Ledyard, and D. Porter, C. DeMartini, “A New and Improved Design for Multi-Object Iterative Auctions”, Management Science, pp. 419-434, 2005. | |
C. Caplice and Y. Sheffi, “Optimization-Based Procurement for Transportation Services”, Journal of Business Logistics, Vol. 24, No. 2, 2003. | |
C. D. Aliprantis and S. K. Chakrabarti, Games and Decision Making, Oxford University Press, 2000. | |
C. G. Lee, R. H. Kwon and Z. Ma, “A Carrier’s Optimal Bid Generation Problem in Combinatorial Auctions for Transportation Procurement”, Transportation Research Part E: Logistics and Transportation Review, Vol. 43, No. 2, pp. 173-191, 2007. | |
Department of Land Transport, “The Initiative to Reduce Energy Lost from Empty Haul Truck Moves, Energy Saving Best Practices in the Transport sector”, Council of Engineers of Thailand, Bangkok, 2006. | |
G. Ioannou and S. S. Leu, “Average-Bid Method – Competitive Bidding Strategy”, Journal of Construction Engineering and Management, Vol. 119, No. 1, 1993. | |
J. Foster and S. Strasser, “Carrier/Model Section Factors: The Shipper/Carrier Paradox”, Journal of the Transportation Research Forum, Vol. 31, No. 3, pp. 206-212, 1991. | |
J. O. Ledyard, M. Olson, D. Porter, J. A. Swanson and D. P. Torma, “The First Use of a Combined-Value Auction for Transportation Services”, Interfaces, Vol. 32, No. 5, pp. 4-12, 2002. | |
J. Song and A. Regan, “Combinatorial Auctions for Transportation Service Procurement: The Carrier Perspective”, Transportation Research Record, Vol. 1883, pp. 40-46, 2003. | |
L. Friedman, “A Competitive-Bidding Strategy”, Operation Research, Vol. 4, No.1, pp. 104- 112, 1956. | |
M. H. Rothkopf, A. Pekec and R. M. Harstad, “Computationally Manageable Combinational Auctions”, Management Science, Vol. 44, No. 8, pp. 1131-1147, 1998. | |
N. An, W. Elmaghraby and P. Keskinocak, “Bidding Strategies and their Impact on Revenues in Combinatorial Auctions”, Journal of Revenue and Pricing Management, Vol. 3, No. 4, pp. 337-357, 2005. | |
O. Ergun, G. Kuyzu and M. Savelsbergh, “Bid Price Optimization for Simultaneous Truckload Transportation Procurement Auctions”, Technical Report, Stewart School of Industrial Engineering, Georgia Institute of Technology, Atlanta, GA, 2008. | |
P. Sugrue, “Optimum Bid Estimation on Fixed Cost Contracts”, Journal of the Operational Research Society, Vol. 33, pp. 949-956, 1982. | |
S. De Vries and R. V. Vohra, “Combinatorial Auctions: A Survey”, Journal of Computing, Vol. 15, No. 3, pp. 284-309, 2003. | |
S. J. Rassenti, V. L. Smith and R. L. Bulfin, “A Combinatorial Auction Mechanism for Airport Time Slot Allocation”, The Bell Journal of Economics, Vol. 13, No. 2, pp. 401-417, 1982. | |
S. Srinivasan and A.B. Whinston, “Portfolio trading and electronic networks”, Working Paper, Center for Research in Electronic Commerce, The University of Texas at Austin, TX, 1998. | |
W. Elmaghraby and P. Keskinocak, “Combinatorial Auctions in Procurement”, International Series in Operation Research & Management Science, Vol. 62, pp. 245-258, 2004. | |
W. Elmaghraby and P. Keskinocak, “Combinatorial Auctions in Procurement”, Technical Report, The Logistics Institute, Georgia Institute of Technology, Atlanta, GA, 2002. | |
X. Chen, “Transportation Service Procurement Using Combinatorial Auctions”, Thesis, Engineering System Division, Massachusetts Institute of Technology, 2003. | |
Y. Sheffi, “Combinatorial Auction in the Procurement of Transportation Service”, Interface, Vol. 34, No. 4, pp. 245-252, 2004. | |
Mr. Pittawat Ueasangkomsate
Chulalongkorn University - Japan
pittawat.uea@gmail.com
Dr. Manoj Lohatepanont
Chulalongkorn University - Thailand
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