Abstract
The previous literature of railway revenue management (RM) ignores the negative impact of the problem of fragmented seat resources (PFSR) on passenger transport income. A single train is characterized by continuous transport of multiple segments. Under the condition that a given seat number is assigned to each random arriving customer during the pre-sale period, the remaining seat resource of each rail leg of the train may be distributed on different seats in a fragmented way. When a customer wants to purchase a long-distance transport product, because the remaining seat resource of each rail leg may be not in the same seat, the train cannot provide a service to the customer. This will result in lost customer demand and wasted seat resources. This paper mainly studies the impact of PFSR on railway RM, and a new seat control method is proposed to avoid the revenue loss caused by PFSR. Based on the case study of a real high speed railway (HSR) network, PFSR causes an average revenue loss of 3.95% for passenger transport. The influence of the number of train segments, the size of customer demand and passenger refund rate on PFSR is studied.
Similar content being viewed by others
Data Availability
The datasets generated during the current study are available from the corresponding author on reasonable request.
References
Adelman D (2007) Dynamic bid prices in revenue management. Oper Res 55(4):647–661
Belobaba PP (1987a) Air travel demand and airline seat inventory management. MIT, Cambridge, MA (Unpublished Ph.D. Dissertation)
Belobaba PP (1987b) Survey paper–airline yield management an overview of seat inventory control. Transp Sci 21(2):63–73
Bertsimas D, Boer SD (2005) Simulation-based booking limits for airline revenue management. Oper Res 53(1):90–106
Chang YH, Yeh CH (2010) A multi objective planning model for intercity train seat allocation. J Adv Transp 38(2):115–132
Ciancimino A, Inzerillo G, Lucidi S, Palagi L (1999) A mathematical programming approach for the solution of the railway yield management problem. Transp Sci 33(2):168–181
Guadix J, Cortés P, Muñzuri J, Onieva L (2009) Parking revenue management. J Revenue Pricing Manag 8(4):343–356
Guillen J, Ruiz P, Dellepiane U, Maccarrone L, Maccioni R, Pinzuti A, Procacci E (2019) Europcar integrates forecasting, simulation, and optimization techniques in a capacity and revenue management system. INFORMS J Appl Anal 49(1):40–51
Hetrakul P, Cirillo C (2014) A latent class choice based model system for railway optimal pricing and seat allocation. Transp Res Part E 61:68–83
Hu X, Shi F, Xu G, Qin J (2020) Joint optimization of pricing and seat allocation with multistage and discriminatory strategies in high-speed rail networks. Comput Ind Eng 148:106690
Jiang X, Chen X, Lei Z, Zhang R (2015) Dynamic Demand Forecasting and Ticket Assignment for High-Speed Rail Revenue Management in China. Transp Res Rec 2475(2475):37–45
Klein R, Koch S, Steinhardt C, Strauss AK (2020) A review of revenue management: Recent generalizations and advances in industry applications. Eur J Oper Res 284(2):397–412
Kunnumkal S, Talluri K (2019) Choice Network Revenue Management Based on New Tractable Approximations. Transp Sci 53(6):1591–1608
Li ZC, Sheng D (2016) Forecasting passenger travel demand for air and high-speed rail integration service: A case study of Beijing-Guangzhou corridor, China. Transp Res Part A 94(1):397–410
Littlewood K (1972) Forecasting and control of passengers. 12th AGIFORS Symposium Proceedings, pp 95–128
Liu Q, van Ryzin G (2008) On the choice-based linear programming model for network revenue management. Manuf Serv Oper Manag 10(2):288–310
Luo Y, Yan H, Zhang S (2020) Simulation-based integrated optimization of nesting policy and booking limits for revenue management. Comput Ind Eng 150:106864
Luo Y, Zhang S, Yan H, Xue F (2022) Hybrid nesting control strategy for passenger railway with one‐seat‐one‐ticket restriction. Int Trans Oper Res
Pandey S, Dutta G, Joshi H (2017) Survey on revenue management in media and broadcasting. Interfaces 47(3):195–213
Püschel T, Schryen G, Hristova D, Neumann D (2015) Revenue management for cloud computing providers: Decision models for service admission control under non-probabilistic uncertainty. Eur J Oper Res 244(2):637–647
Qin J, Hao L, Mao C, Xu Y, Zeng Y, Hu X (2020) Joint optimization method of high-speed rail ticket price and seat allocation based on revenue management. J China Railw Soc 42(12):12–17
Qin J, Zeng Y, Yang X, He Y, Wu X, Qu W (2019) Time-Dependent Pricing for High-Speed Railway in China Based on Revenue Management. Sustainability 11(16):4272
Saito T, Takahashi A, Koide N, Ichifuji Y (2019) Application of online booking data to hotel revenue management. Int J Inf Manag 46:37–53
Saito T, Takahashi A, Tsuda H (2016) Optimal room charge and expected sales under discrete choice models with limited capacity. Int J Hosp Manag 57:116–131
Straussa AK, Kleinb R, Steinhardtc C (2018) A Review of Choice-based Revenue Management: Theory and Methods. Eur J Oper Res 271(2):375–387
Talluri K, van Ryzin G (2004) Revenue management under a general discrete choice model of consumer behavior. Manage Sci 50(1):15–33
Tong C, Topaloglu H (2014) On the approximate linear programming approach for network revenue management problems. INFORMS J Comput 26(1):121–134
Van Ryzin G, Vulcano G (2017) An expectation-maximization method to estimate a rank-based choice model of demand. Oper Res 65(2):396–407
Van Ryzin G, Vulcano G (2008a) Simulation-based optimization of virtual nesting controls for network revenue management. Oper Res 56(4):865–880
Van Ryzin G, Vulcano G (2008b) Computing virtual nesting controls for network revenue management under customer choice behavior. Manuf Serv Oper Manag 10(3):448–467
Vossen TWM, Zhang D (2015a) Reductions of approximate linear programs for network revenue management. Oper Res 63(6):1352–1371
Vossen TWM, Zhang D (2015b) A dynamic disaggregation approach to approximate linear programs for network revenue management. Prod Oper Manag 24(3):469–487
Wang B, Ni S, Jin F, Huang Z (2020) An Optimization Method of Multiclass Price Railway Passenger Transport Ticket Allocation under High Passenger Demand. J Adv Transp 2020(3):1–15
Wang X, Wang H, Zhang X (2016) Stochastic seat allocation models for passenger rail transportation under customer choice. Transp Res Part E 96:95–112
Wang Y, Meng Q, Du Y (2015) Liner container seasonal shipping revenue management. Transp Res Part B 82:141–161
Wu X, Qin J, Qu W, Zeng Y, Yang X (2019) Collaborative Optimization of Dynamic Pricing and Seat Allocation for High-speed Railways: An Empirical Study from China. IEEE Access 7:139409–139419
Yan Z, Zhang P, Zhang Y, Liu H, Li X (2019) Joint Decision Model of Group Ticket Booking Limits and Individual Passenger Dynamic Pricing for the High-Speed Railway. Symmetry-Basel 11(9):1128
Yan Z, Li X, Zhang Q, Han B (2020) Seat allocation model for high-speed railway passenger transportation based on flexible train composition. Comput Ind Eng 142:106383
Yuan W, Nie L, Xin W, Fu H (2018) A dynamic bid price approach for the seat inventory control problem in railway networks with consideration of passenger transfer. Plos One 13(8):e0201718
You P (2008) An efficient computational approach for railway booking problems. Eur J Oper Res 185(2):811–824
Zhang D, Adelman D (2009) An approximate dynamic programming approach to network revenue management with customer choice. Transp Sci 43(3):381–394
Zhang D, Weatherford L (2016) Dynamic pricing for network revenue management: A new approach and application in the hotel industry. INFORMS J Comput 29(1):18–35
Zhao X, Zhao P (2019) A seat assignment model for high-speed railway ticket booking system with customer preference consideration. Transp A Transp Sci 15(2):776–806
Zhao X, Zhao P, Li B (2016) Study on high-speed railway ticket allocation under conditions of multiple trains and multiple train stop plans. J China Railw Soc 38(11):9–16
Zhao X, Zhao P, Li B, Song W (2018a) Study on high-speed railway ticket pricing and ticket allocation under competition among multiple modes of transportation. J China Railw Soc 40(05):20–25
Zhao X, Zhao P, Yao X, Li B (2018b) An integrated optimization model of discount fare and ticket allocation for high-speed railway. J Southeast Univ Nat Sci Ed 48(04):759–765
Acknowledgements
This research is supported by the National Key Research and Development Plan [2020YFF0304101], the National Natural Science Foundation of China [U1434207], the China Railway Science and Technology Research and Development Plan [K2019X022], the Beijing Jingwei Information Technology Co., LTD. Scientific Research Project [DZYF20-02], and the China Academy of Railway Sciences Scientific Research Project [2019YJ120].
Author information
Authors and Affiliations
Corresponding author
Ethics declarations
Conflict of Interests
The authors declare that they have no conflict of interest.
Additional information
Publisher's Note
Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
Appendix
Appendix
Rights and permissions
Springer Nature or its licensor (e.g. a society or other partner) holds exclusive rights to this article under a publishing agreement with the author(s) or other rightsholder(s); author self-archiving of the accepted manuscript version of this article is solely governed by the terms of such publishing agreement and applicable law.
About this article
Cite this article
Zhao, X., Shan, X. & Wu, J. The Impact of Seat Resource Fragmentation on Railway Network Revenue Management. Netw Spat Econ 23, 135–177 (2023). https://doi.org/10.1007/s11067-022-09581-w
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s11067-022-09581-w