References
- Abadie, J. and Carpentier, J., Generalisation of the Wolfe reduced gradient method to the case of non-linear constraints, in R. Fletcher (ed). Optimisation. pp37–47. Academic Press. New York (1969).
- Asakura, Y., Hato, E. and Kashiwadani, M., Stochastic network design problem: An optimal link investment model for reliable network, in M.G.H. Bell and Y. Iida (ed). The Network Reliability of Transport: Proceedings of the 1st International Symposium on Transportation Network Reliability. pp245–259. Pergamon. (2003).
- Bell, M.G..H., A game theory approach to measuring the performance reliability of transport networks. Transportation Research. Volume 34B, No 6, pp553–546. (2000).
- Bell, M.G.H. and Cassir, C., Risk-averse user equilibrium traffic assignment: An application of game theory. Transportation Research. Volume 36B, No 8, pp671–681. (2002).
- Chen, A., Subprasom, K., and Ji, Z., Mean-variance model for the build-operatetransfer model under demand uncertainty. Transportation Research Record: Journal of the Transportation Research Board. Volume 1857, pp93–101. TRB, National Research Council. Washington DC (2003).
- Chen, A. and Yang, C., Stochastic transportation network design problem with spatial equity constraint. Transportation Research Record: Journal of the Transportation Research Board. Volume 1882, pp97–104. TRB, National Research Council. Washington DC (2004).
- Chootinan P., Wong S.C. and Chen A., A reliability-based network design problem. Journal of Advanced Transportation. Volume 39, No 3, pp247–270. (2005).
- Du, Z.P. and Nicholson, A.J., Degradable transportation systems: Sensitivity and reliability analysis. Transportation Research. Volume 31B, No 3, pp225–237. (1997).
- Lo, H.K. and Szeto, W.Y., Planning transport network improvement over time, in D.H. Lee (ed). Urban and Regional Transportation Modelling: Essays in Honour of David Boyce. Chapter 9, pp157–176. Edward Elgar. (2004).
- Lo, H.K. and Tung Y.K., Network with degradable links: capacity analysis and design. Transportation Research. Volume 37B, No 4, pp345–363. (2003).
- Meng, Q., Yang, H. and Bell, M.G..H., An equivalent continuously differentiable model and locally convergent algorithm for the continuous network design problem. Transportation Research. Volume 35B, No 1, pp83–105. (2001).
- Nash, J., Non-cooperative games. Annals of Mathematics. Volume 54, pp286–295. (1951).
- Sumalee, A., Watling, D.P. and Nakayama, S., Reliable network design problem: Case with uncertain demand and total travel time reliability. Transportation Research Record: Journal of the Transportation Research Board. No 1964, pp81–90. TRB, National Research Council. Washington DC (2006).
- Szeto, W.Y., O’Brien, L. and O’Mahony, M., Risk-averse traffic assignment with elastic demands: NCP formulation and solution method for assessing performance reliability. Networks and Spatial Economics. Volume 6, pp313–332. (2006).
- Waller, S.T. and Ziliaskopoulos, A.K., Stochastic dynamic network design problem. Transportation Research Record: Journal of the Transportation Research Record. No 1771, pp106–113. TRB, National Research Council. Washington DC (2001).
- Yin, Y. and Ieda, H., Optimal improvement scheme for network reliability. Transportation Research Record: Journal of the Transportation Research Board. No 1783, pp1–6. TRB, National Research Council. Washington DC (2002).