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A linear programming-based method for the network revenue management problem of air cargo
Institution:1. California PATH, University of California, Berkeley, Richmond, CA 94804, United States;2. Weldon School of Biomedical Engineering, Purdue University, West Lafayette, IN 47907, United States;3. School of Management, Dalian University of Technology, Dalian, Liaoning, China;1. Department of Transport & Planning, Delft University of Technology, The Netherlands;2. Université de Lille Nord de France, IFSTTAR, COSYS, LEOST, France;3. Dresden University of Technology, Germany;4. Université de Lille Nord de France, IFSTTAR, COSYS, ESTAS, France;5. Erasmus University Rotterdam, The Netherlands;6. NTT Data, Rome, Italy;7. Ansaldo STS, Genoa, Italy;8. Birmingham Centre for Railway Research and Education, University of Birmingham, UK;9. CSC Deutschland GmbH, Dresden, Germany;10. Network Optimisation Team, Control Command & Signalling, Network Rail Ltd, Milton Keynes, UK
Abstract:One critical operational issue of air cargo operation faced by airlines is the control over the sales of their limited cargo space. Since American Airlines’ successful implementation in the post-deregulation era, revenue management (RM) has become a common practice for the airline industry. However, unlike the air passenger operation supported by well-developed RM systems with advanced decision models, the decision process in selling air cargo space to freight forwarders is usually based on experience, without much support from optimization techniques. This study first formulates a multi-dimensional dynamic programming (DP) model to present a network RM problem for air cargo. In order to overcome the computational challenge, this study develops two linear programming (LP) based models to provide the decision support operationally suitable for airlines. In addition, this study further introduces a dynamic adjustment factor to alleviate the inaccuracy problem of the static LP models in estimating resource opportunity cost. Finally, a numerical experiment is performed to validate the applicability of the developed model and solution algorithm to the real-world problems.
Keywords:Revenue management  Air cargo  Demand uncertainty  Mathematical programming
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