[1] Yang H. Sasaki T., Iida Y., Asakura Y.. Estimation of origin-destination marices from link traffic counts on congested networks[J]. Trans. Res. 1992, 26B: 417-434. [2] Yang H.. Sensitivity Analysis for Queuing Equilibrium Network Flow and Its Application to Traffic Control[J]. Math Comp. Modeling 1995,(22): 247-258. [3] Yang H., Heuristic algorithms for the bi-level origin-destination matrix estimation problem[J]. Trans. Res., 1995, 29B: 231-242. [4] Yang H., A sensitiveity analysis based algorithm for the congested origin-destination matrix estimation problem[C]. Proceedings of the 7th World Confernce on Transport Research, volume 2-Modeling Transport Systems (deited by D. Hensher, J. King and t. Oum), Syndey Australia, 1995, 99-106. [5] Yang H., Sensitivity Analysis for the Elastic-Demand Network Equilibrium Problem with Applications[J]. Trans. Res., 1997, 31B: 55-70. [6] 四兵锋,高自友.多模式的城市混合交通均衡配流模型及算法[J].公路交通科技,1999,(1):44-48. [7] Tobin r. L, Friesz T. L., Sensitivity Analysis for Equilibrium Network Flow[J] , Trans. Sci., 1988, (4): 242-250. [8] 安梅,高自友.OD需求估计的多模式双层规划模型新算法[J].公路交通科技,1999, (4):56-60. [9] Daferaos S., The General Multimodal network Equilibrium Problem with Elastic Demand[J] , Network ,1982, (12): 58-72. [10] Gao Ziyou, Si Bingfeng, An Equilibrium Assignment Model for Mixed Network[C] , Proceedings of the ICTTS'98, ASCE, July Beijing, 1998. 234-238. [11] 安梅,高自友.提高公共交通需求量的灵敏度分析方法[J].公路交通科技,2000, (3): 63-67 |