As service providers, third-party warehouses mainly focus on increasing the expected revenue, but at the same time have to meet certain service standards. In a high demand environment, a stochastic design model based on queuing theory and taken into account of service constraint is preserted. The objective of the model is to maximize the expected long-run revenue. The problem is solved by dynamic programming and numerical experiments are conducted by using real data in a third-party warehouse. Finally, the results show that the new design in our method can improve the expected revenue of public storage warehouses with high demand and service constraints rate. Based on the result, the feasible and effective ranges of the service factor for decision-makers are further identified.
XU Hao-xuan, GONG Ye-ming, YUAN Zhe, ZHANG Jin-long
. A Design Model to Improve the Revenue of Third-party Warehouses with Service Constraints[J]. Chinese Journal of Management Science, 2015
, 23(4)
: 78
-85
.
DOI: 10.16381/j.cnki.issn1003-207x.2015.04.010
[1] Self Storage Association.Self storage industry fact sheet[R]. Alexandria, VA, USA, 2012.
[2] Self Storage Association UK.Annual industry report[R]. Cheshire, UK, 2009.
[3] De Koster R, Le-Duc T, Roodbergen K J. Design and control of warehouse order picking:A literature review [J]. European Journal of Operation Research, 2007, 182(2):481-501.
[4] Roach S S. Services under siege——the restructuring imperative [J]. Harvard Business Review, 1991, 69(5):82-91.
[5] Tompkins J A, White J A, Bozer Y A, et al. Facilities planning [M]. New York:John Wiley & Sons, 2003.
[6] Rao A K, Rao M R. Solution procedures for sizing of warehouses [J]. European Journal of Operation Research, 1998, 108(1):16-25.
[7] 邓爱民, 蔡佳, 毛浪.基于时间的自动化立体仓库货位优化模型研究[J]. 中国管理科学, 2013, 21(6):107-112.
[8] 朱杰, 周丽, 郭键. 分类存储人工拣选随机服务系统效率研究[J]. 管理科学学报, 2012, 15(2):59-71.
[9] Zhang Xiaodong, Gong Yeming, De Koster R, et al. Storage scheduling decision models for revenue management of self-storage warehouses[C]. Proceedings of 10th International TRAIL Congress, Netherlands, October, 2008, 14-15.
[10] Gong Yeming. Stochastic modelling and analysis of warehouse operations[D]. Rotterdam, Netherlands:Erasmus University, 2009.
[11] Talluri K T, Van Ryzin G J. The theory and practice of revenue management [M]. Boston:Kluwer, 2004.
[12] McGill J I, Van Ryzin G J. Revenue management:Research overview and prospects [J]. Transportation Science, 1999, 33(2):233-256.
[13] Chiang W-C, Chen J C H, Xu Xiaojing. An overview of research on revenue management:current issues and the future research [J]. International Journal of Revenue Management, 2007, 1(1):97-128.
[14] Bitran G R, Mondschein S V. An application of yield management to the hotel industry considering multiple say stays [J]. Operations Research, 1995, 43(3):427-443.
[15] Kjeldsen A H. Revenue management——theory and practice[D]. Lyngby, Denmark:DTU, 2005.
[16] Gronroos C. Service management and marketing [M]. New York:John Wiley & Sons, 2000.
[17] Bolton R N, Drew J H. A longitudinal analysis of the impact of service changes on customer attitudes [J]. Journal of Marketing, 1991, 55(1):1-9.
[18] Elliott T L. Maximizing revenue production while cutting costs:an airline industry mandate [J]. Journal of Revenue & Pricing Management, 2003, 1(4):355-368.
[19] Ladany S P. Optimal market segmentation of hotel rooms-the non-linear case [J]. Omega, 1996, 24(1):29-36
[20] Talluri K, Van Ryzin G. Revenue management under a general discrete choice model of consumer behavior [J]. Management Science, 2004, 50(1):15-33.
[21] Bertsimas D, Paschalidis Ioannis I C. Probabilistic service level guarantees in make-to-stock manufacturing systems [J]. Operations Research, 2001, 49(1):119-133.
[22] Bertsimas D, De Boer S. Simulation-based booking limits for airline revenue management [J]. Operations Research, 2005, 53(1):90-106.
[23] Tijms H C. A first course in stochastic models [M]. New York:John Wiley & Sons, 2003.
[24] Gross D, Harris C. Fundamentals of queuing theory [M]. New York:John Wiley & Sons, 1998.
[25] Cohen J W. On regenerative processes in queuing theory [M]. Berlin:Springer Verlag, 1976.
[26] Stoyan D. Comparison methods for queues and other stochastic models [M]. New York:John Wiley & Sons, 1983.