Genetics of traffic assignment models for strategic transport planning
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Akçelik R., 1991, Australian Road Research, 21, 49
Beckmann M. J., 1956, Studies in economics of transportation
Bifulco, G. & Crisalli, U. (1998).Stochastic user equilibrium and link capacity constraints: Formulation and theoretical evidences. Paper presented at the proceedings of the European transport conference, Loughborough, UK, pp. 85–96.
Bliemer, M. C. J., Raadsen, M. P. H., de Romph, E. & Smits, E. S. (2013).Requirements for traffic assignment models for strategic transport planning: A critical assessment. Paper presented at the proceedings of the Australasian Transport Research Forum, Brisbane, Australia.
Bovy, P. H. L. (1990).Traffic assignment in uncongested networks(in Dutch) (PhD thesis). Delft University of Technology, the Netherlands.
Buisson, C., Lebacque, J. P. & Lesort, J. B. (1999). Travel time computation for dynamic assignment modelling. In M. G. H. Bell (Ed.),Transportation networks: Recent methodological advances, selected proceedings of the 4th EURO Transportation Meeting. Newcastle, pp. 303–317.
Bureau of Public Roads, 1964, manual. U.S. Dept. of Commerce
Chabini, I. (2001). Analytical dynamic network loading problem formulation, solution algorithms, and computer implementations.Transportation Research Record, Vol. 1771, Washington, DC: Transportation Research Board, pp. 191–200.
Davidson K. B., 1966, Proceedings of the 3rd Australian Road Research Board Conference, 8, 32
Davidson, P., Thomas, A. & Teye-Ali, C. (2011). Clocktime assignment: A new mesoscopic junction delay highway assignment approach to continuously assign traffic over the whole day. Paper presented at the European transport conference proceedings.
Fujita M., 1988, Proceedings of Japan Society of Civil Engineers, 389, 111
Fujita M., 1989, Proceedings of Japan Society of Civil Engineers, 407, 129
Gentile, G. (2010). The general link transmission model for dynamic network loading and a comparison with the DUE algorithm. In L. G. H. Immers, C. M. J. Tampère, & F. Viti (Eds.),New developments in transport planning: Advances in dynamic traffic assignment. Transport economics, management and policy series(pp. 153–178). Northampton, MA: Edward Elgar Publishing.
Greenshields B. D., 1935, Highway Research Board Proceedings, 14, 448
Irwin N. A., 1961, Highway Research Bulletin, 297, 109
Lebacque, J. P. & Khoshyaran, M. M. (2005).First-order macroscopic traffic flow models: Intersection modeling, network modeling. Proceedings of the 16th international symposium on Transportation and Traffic Theory (ISTTT), College Park, MD, pp. 365–386.
Miller, S. D., Payne, H. J. & Thompson, W. A. (1975).An algorithm for traffic assignment on capacity transportation networks with queues. Paper presented at the Johns Hopkins conference on information sciences and systems, Baltimore, MD, April 2–4.
Miyagi T., 1991, Traffic Engineering, 26, 17
Nakayama S., 2009, JSCE Journal of Infrastructure Planning & Management, 64, 340, 10.2208/jscejd.64.340
Payne, H. J. & Thompson, W. A. (1975).Traffic assignment on transportation networks with capacity constraints and queueing. Paper presented at the 47th national ORSA meeting/TIMS 1975 North American meeting, Chicago, IL, April 30–May 2.
Smith M. J., 1987, Proceedings of the tenth international symposium on transportation and traffic theory, 61
Van Vliet D., 1982, Traffic Engineering and Control, 23, 575
Yperman, I. (2007).The link transmission model for dynamic network loading(PhD thesis). Katholieke Universiteit Leuven, Belgium.
Yperman, I., Logghe, S. & Immers, L. (2005). The link transmission model: An efficient implementation of the kinematic wave theory in traffic networks. InAdvanced OR and AI Methods in transportation, proceedings of the 10th EWGT meeting and the 16th mini-EURO conference, Publishing House of Poznan University of Technology, Poznan, Poland, 122–127.