[1] BRASS D. U be re in paradoxen der werkehrsplanung[J]. Unternehmenforschung, 1968(12): 258-268.
[2] GANJALIZADEH S. Dynamic adjustment processes in the study of traffic- network disequilibrium[D]. Fairfax Virginia: George Mason University, 1993.
[3] SANDERSON J T, GREENWOOD I B. Demand management: a motoring organization’s perspective[J]. International Transport Conference, 1991, 91(4): 103- 108.
[4] ZHANG H M. A theory of non equilibrium traffic flow[J]. Transportation Research Part B, 1998, 32(7): 485-498.
[5] 王明志. 运输供给与运输需求平衡论[M]. 北京:人民 交通出版社,1996. [WANG Z M. The balance theory of transport supply and demand[M]. Beijing: China Communications Press, 1996.]
[6] 李焕, 陈泓旭. 基于交通供需平衡的城市交通供需动 态关系分析[D]. 北京:中国矿业大学, 2010. [LI H, CHEN H X. Based on traffic demand and supply balance in the dynamic relationship between supply and demand of urban traffic[D]. Beijing: Logistics Engineering and Management, 2010.]
[7] 魏军. 交通供需平衡机理模型[J]. 长安大学学报 (自然科学版), 2010, 6(30): 86-88. [WEI J. Model of dynamic relationship between traffic supply and demand[J]. Journal of Chang’an University (Natural Science Edition), 2010, 6(30): 86-88.]
[8] HANSEN M, HUANG Y. Road supply and traffic in California urban areas[J]. Transportation Research Part A, 1997, 31(3): 205-218.
[9] 舒仲周. 运动稳定性[M]. 成都: 西南交通大学出版社, 1989. [SHU Z Z. Stability of movement[M]. Chengdu: Southwest Jiaotong University Press, 1989.]
[10] 纪克祥. 弹性系数法在交通量预测中的适用性分 析[J]. 交通世界(运输.车辆), 2013(Z1): 185-186. [JI K X. Applicability of elastic coefficient method in traffic volume prediction[J]. Traffic World(Transportation, Vehicle), 2013(Z1): 185-186. ]
[11] 周世璋. 运用自相关分析法预测换算周转量[J]. 铁 道运输与经济, 1987(11): 6-9. [ZHOU S C. Using correlation analysis to predict conversion turnover[J]. Railway Transit and Economy, 198(11): 6-9.] |