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需求波动下考虑乘运供应能力的网约车平台动态定价 被引量:11

Dynamic pricing for ride-hailing platform with demand fluctuation and supply capacity
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摘要 "共享经济"理念下的网约车平台需求具有随机发生和波动变化的特点.针对乘车需求波动导致不同供需状态下的网约车平台定价问题,运用最优控制方法,以平台期望收益最大化为目标,构建乘运供应能力下的平台动态定价模型,并基于庞特里亚金极大值原理及模型推导,求得最优动态价格解以及平台乘运供应率和需求率的变化轨迹.研究表明:网约车平台的最优价格动态影响乘运供应,且随着市场乘车需求的波动而动态变化;尤其是乘车高峰需求时,最优动态价格将显著减少乘车需求订单的延误.最后,通过数值仿真验证模型结论并进一步探讨平台服务质量和市场乘车需求变化系数对最优价格和期望收益的影响. The demand for the ride-hailing platform under the concept of "sharing economy"has the characteristics of random occurrence and fluctuation. For pricing problems of the ride-hailing platform with different conditions of supply and demand caused by the demand fluctuation, using the optimal control theory, the platform dynamic pricing model under the supply capacity in which the object is to maximize platform expected profit is constructed. The optimal dynamic price solution is deducted using the Pontryagin maximum principle, and the demand rate and supply rate are presented.Results show that the optimal price of the ride-hailing platform dynamically adjusts the ride supply and varied with the ride demand fluctuations. Especially, the delay of demand orders will be reduced significantly through the optimal dynamic price in peak demand. Finally, numerical experiments are conducted to verify the model and to further explore the influence of service quality of platform and variation coefficient of market demand on optimal price and expected revenue.
作者 孙中苗 徐琪 SUN Zhong-miao;XU Qi(Glorious Sun School of Business and Management,Donghua University,Shanghai 200051,China)
出处 《控制与决策》 EI CSCD 北大核心 2021年第6期1499-1508,共10页 Control and Decision
基金 国家自然科学基金项目(71572033) 国家自然科学基金重点项目(71832001)。
关键词 网约车平台 需求波动 服务质量 动态定价 最优控制 ride-hailing platform demand fluctuation service quality dynamic pricing optimal control
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  • 1罗利,俞言兵,刘德文.基于需求转移的易逝性产品最优动态定价策略[J].管理工程学报,2006,20(2):38-42. 被引量:22
  • 2Robinson, B. , Lakhani, C.. Dynamic price models for new-product planning[J]. Management Science, 1975, 21(10) :1113--1122.
  • 3Rajan, A. , Rakesh, Steinberg, R.. Dynamic pricing and ordering decisions by a monopolist[J]. Management Science, 1992,38(2): 240--262.
  • 4Gupta, M. C. , Benedetto, C. A. D.. Optimal pricing and advertising strategy for introducing a new business product with threat of competitive entry[J]. Industrial Marketing Management, 2007,36 (4) : 540-- 548.
  • 5Urban,T. L. ,Baker,R. C.. Optimal ordering and pri- cing policies in a single-period environment with multi- variate demand and markdowns[J]. European Journal of Operational Research, 1997,103 (3): 573 -- 583.
  • 6Mukhopadhyay,S. K. , Setaputra,R.. A dynamic model for optimal design quality and return policies[J]. Euro- pean Journal of Operational Research, 2007, 180 (3) : 1144--1154.
  • 7Jozsef,V.. The dynamics of price, quality and produc- tivity improvement decisions [J]. European Journal of Operational Research, 2006,170(3): 809--823.
  • 8Feichtinger,G. , Hartl,R. F. , Sethi, S. P. , Dynamic optimal control models in advertising: recent develop- ment[J]. Management Science, 1994,40(2) : 195-- 226.
  • 9Narahari,Y. , Raju,C. V. L. , Ravikumar,K.. Dynam- ic pricing models for electronic business[J]. Sadhana-a- cademy Proceedings in Engineering Sciences, 2005,30 (2) :231--256.
  • 10Adachi, Y. , Nose, T. , Kuriyama, S.. Optimal inven- tory control policy subject to different selling prices of perishable commodities[J]. International Journal of Production Economics, 1999, 60 : 389-- 394.

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