摘要
应用博弈理论描述了城市中心商业区(CBD)的停车管理者与停车者之间,以及停车者之间的复杂的博弈关系,建立了城市CBD停车的双层博弈模型,并应用斯坦克尔伯格模型对该模型进行求解,最终确定了城市CBD内(外)及高峰(非高峰)时段的最优停车费率结构。研究结果表明,所建模型可以综合考虑时间和空间因素,得出城市CBD的最优停车费率结构,在停车管理者和停车者之间达到利益平衡。研究成果将为城市CBD停车的合理定价和停车难问题的解决提供决策支持。
In this article the game theory is employed to describe the complicated game relationships between the parking administrators and the parkers, and among the parkers in Central Business District （CBD）. A parking pricing model is developed using twodevel game theory, and Stackelberg theory is used to seek the solution of the model. With the parking pricing model, the optimal parking rates for inside/outside CBD and peak/off-peak hours are determined. Research results indicate that the developed model can be used to find the optimal parking rates for urban CBD based on consideration of both time and special factors. It can be also used to balance the interests between the administrators and the parkers. The results can provide valuable information on how to develop an effective parking pricing program to solve the parking problem in the urban CBD.
出处
《吉林大学学报（工学版）》
EI
CAS
CSCD
北大核心
2013年第5期1235-1240,共6页
Journal of Jilin University:Engineering and Technology Edition
基金
吉林省教育厅'十二五'重点项目(2011187)
国家自然科学基金项目(50908099)
中国博士后科学基金面上项目(20100481055)
关键词
交通运输系统工程
停车费率
双层博弈理论
纳什均衡
斯坦克尔伯格模型
engineering of communications and transportation system
parking rates
two-level gamestheory
Nash equilibrium
Stackelberg model
作者简介
宗芳（1979-），女，副教授，博士。研究方向；运输系统规划与管理，经济数量分析理论与方法E—mail：zongfang@jlu．edu．cn．
通信作者：王占中（1965-），男，教授．研究方向：生产物流运作与优化技术．E-mail；wangzz@jlu．edu．cn
