Modeling transport management and land use over time

Transportation Research Part B: Methodological

Volumn 46, Issue 6, 2012, Pages 687-709

  Ma, Xiaosu ^a   Lo, Hong K ^a  

^a HONG KONG UNIVERSITY OF SCIENCE AND TECHNOLOGY   (Hong Kong)

Author keywords

Bid rent process; Time dependent transport supply and demand management; Transport network design

Indexed keywords

ECONOMICS; HOUSING; LAND USE; MATHEMATICAL PROGRAMMING; MOTOR TRANSPORTATION; TRAFFIC CONGESTION; URBAN GROWTH;

ENVIRONMENTAL CONSTRAINTS; EXISTENCE AND UNIQUENESS; MULTINOMIAL LOGIT MODEL; NON-LINEAR COMPLEMENTARITY PROBLEMS; SUSTAINABLE URBAN DEVELOPMENT; TIME-DEPENDENT TRANSPORT SUPPLY AND DEMAND MANAGEMENTS; TRANSPORT INFRASTRUCTURE; TRANSPORT NETWORK DESIGN;

URBAN TRANSPORTATION;

LAND USE; NETWORK DESIGN; NUMERICAL MODEL; RESIDENTIAL LOCATION; TRAFFIC MANAGEMENT; TRAVEL DEMAND; URBAN DEVELOPMENT;

EID: 84860889743     PISSN: 01912615     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.trb.2012.01.010     Document Type: Article

References (51)

1. Anderstig C., Mattsson L.-G. An integrated model of residential and employment location in a metropolitan region. Papers in Regional Science 1991, 70(2):167-184.
2. Anderstig C., Mattsson L.-G. Modeling land-use and transport interaction: policy analyzes using in the IMREL Model. Advances in Spatial Science 1998, 308-328. Springer-Verlag, Berlin, Heidelberg. L. Lundkvist, L.-G. Mattsson, T.J. Kim (Eds.).
3. Alonso W. Location and Land Use 1964, Harvard University Press.
4. Baillon J.B., Cominetti R. Markovian traffic equilibrium. Mathematical Programming Series B 2008, 111(1-2):33-56.
5. Boyce D.E., Mattsson L.-G. Modeling residential location choice in relation to housing location and road tolls on congested urban highway networks. Transportation Research Part B 1999, 33(8):581-591.
6. Bravo M., Briceño L., Cominetti R., Cortés C.E., Marti{dotless}́nez F.J. An integrated behavioral model of the land-use and transport systems with network congestion and location externalities. Transportation Research Part B 2010, 44(4):584-596.
7. Briceño L., Cominetti R., Cristián E.C., Marti{dotless}́nez F.J. An integrated behavioral model of land use and transport system: a hyper-network equilibrium approach. Networks and Spatial Economics 2008, 8(2-3):201-224.
8. Cantarella G.E., Binetti M. Stochastic equilibrium traffic assignment with value-of-time distributed among users. International Transactions in Operational Research 1998, 5(6):541-553.
9. Chang J.S., Mackett R.L. A bi-level model of the relationship between transport and residential location. Transportation Research Part B 2006, 40(2):123-146.
10. Cheshire P., Sheppard S. On the price of land and the value of amenities. Economica 1995, 62(246):247-267.
11. Daganzo C.F. Unconstrained external formulation of some transportation equilibrium problems. Transportation Science 1982, 16(3):332-360.
12. Daganzo C.F. Stochastic network equilibrium with multiple vehicle types and asymmetric, indefinite link cost Jacobians. Transportation Science 1983, 17(3):282-300.
13. Eliasson J., Mattsson L.-G. Transport and location effects of road pricing: a simulation approach. Journal of Transport Economics and Policy 2001, 35(3):417-456.
14. Fischer A. A special Newton-type optimization method. Optimization 1992, 24(3-4):269-284.
15. Facchinei F., Soares J. Testing a new class of algorithms for nonlinear complementarity problems. Variational Inequalities and Network Equilibrium Problems 1995, Plenum Press, New York. F. Giannessi, A. Maugeri (Eds.).
16. Ho H.W., Wong S.C. Housing allocation problem in a continuum transportation system. Transportmetrica 2007, 3(1):21-39.
17. Jonsson, R.D., 2003. Sustainable Urban Development Forecasting and Appraisal. Licentiate Thesis. Royal Institute of Technology, Stockholm.
18. Jonsson, R.D., 2007. Planning Stockholm's Land Use and Transport System using a New LUTI Model: LandScapes. Paper Presented at the NECTAR Conference, Porto, Portugal, May, 2007.
19. Lam W.H.K., Huang H.J. A combined trip distribution and assignment model for multiple user classes. Transportation Research Part B 1992, 26(4):275-287.
20. Lo H., Chen A. Traffic equilibrium problem with route-specific costs: formulation and algorithms. Transportation Research Part B 2000, 34(6):493-513.
21. Lo H., Chen A. Reformulating the traffic equilibrium problem via a smooth gap function. Mathematical and Computer Modelling 2000, 31(2-3):179-195.
22. Lo, H. and Szeto, W.Y., 2004. Planning Transport Network Improvements Over Time. Urban and Regional Transportation Modeling: Essays in Honor of David Boyce, Edward Elgar, pp. 157-276 (Chapter 9).
23. Lo H., Szeto W.Y. Time-dependent transport network design under cost-recovery. Transportation Research Part B 2009, 43(1):142-158.
24. Luathep P., Sumalee A., Lam W.H.K., Li Z.C., Lo H. Global optimization method for mixed transportation network design problem: a mixed-integer linear programming approach. Transportation Research Part B 2011, 45(5):808-827.
25. Konishi H. Uniqueness of user equilibrium in transportation networks with heterogeneous commuters. Transportation Science 2004, 38(3):315-330.
26. Ma, X.S. and Lo, H., 2010. Transport supply and demand management strategies with recourse considerations. In: Proceedings of the 12th World Conference on Transport Research.
27. Mackett R. A model-based analysis of transport and land-use policies for Tokyo. Transport Reviews 1991, 11(1):1-18.
28. Marti{dotless}́nez F.J. The bid-choice land-use model: an integrated economic framework. Environment and Planning A 1992, 24(6):871-885.
29. Marti{dotless}́nez F.J. Access: the transport-land use economic link. Transportation Research Part B 1995, 29(6):457-470.
30. Marti{dotless}́nez F.J., Araya C. Transport and land-use benefits under location externalities. Environment and Planning A 2000, 32(9):1611-1624.
31. Marti{dotless}́nez F.J., Henriquez R. A random bidding and supply land use equilibrium model. Transportation Research Part B 2007, 41(6):632-651.
32. Mattsson L.-G. Equivalence between welfare and entropy approaches to residential location. Regional Science and Urban Economics 1984, vol. 14 (2). North-Holland, pp. 147-173.
33. Mattsson L.-G. Road pricing: consequences for traffic, congestion and location. Road Pricing, the Economy and the Environment 2007, Springer-Verlag. C. Jensen-Butler, B. Sloth, M.M. Larsen, B. Madsen, O.A. Nielsen (Eds.).
34. McFadden D. Modeling the choice of residential location. Spatial Interaction Theory and Planning Models 1978, North-Holland, Amsterdam. A. Karlqvist (Ed.).
35. Rosa, A., Maher, M.J., 2002. Stochastic user equilibrium traffic assignment with multiple user classes and elastic demand. In: The Proceedings of the 13thMini-Euro Conference and 9th Meeting of the Euro Working Group on Transportation, Bari, Italy.
36. Rosen S. Hedonic prices and implicit markets: product differentiation in pure competition. Journal of Political Economy 1974, 82(1):34-55.
37. Sheffi Y. Urban Transportation Networks: Equilibrium Analysis with Mathematical Programming Methods 1985, Prentice-Hall, Englewood Cliffs, NJ.
38. Siu B., Lo H. Integrated network improvement and tolling schedule: mixed strategy versus pure demand management. Failure and Feasibility 2009, 185-214. Ashgate Publishing Ltd., (Chapter 11). W. Saleh, G. Sammer (Eds.).
39. Small A., Rosen S. Applied welfare economics with discrete choice models. Econometrica 1981, 49(1):105-130.
40. Szeto W.Y., Lo H. Strategies for road network design over time: robustness under uncertainty. Transportmetrica 2005, 1(1):47-64.
41. Szeto W.Y., Lo H. Transportation network improvement and tolling strategies: the issue of intergeneration equity. Transportation Research Part A 2006, 40(3):227-243.
42. Szeto W.Y., Lo H. Time-dependent transport network improvement and tolling strategies. Transportation Research Part A 2008, 42(2):376-391.
43. Timmermans H.J.P., Zhang J. Modeling household activity travel behavior: example of the state of the art modeling approaches and research agenda. Transportation Research Part B 2009, 43(2):187-190.
44. Train K.J. Discrete Choice Methods with Simulation 2003, Cambridge University Press.
45. Wang D.Z.W., Lo H. Global optimum of the linearized network design problem with equilibrium flows. Transportation Research Part B 2010, 44(4):482-492.
46. Wegener M. Operational urban models: state of the art. Journal of the American Planning Association 1994, 60(1):17-29.
47. Wegener M. Models of urban land use, transport and environment. Advances in Spatial Science 1998, Springer-Verlag, Berlin, Heidelberg. L. Lundqvist, L.-G. Mattsson, T.J. Kim (Eds.).
48. Wilson A.G. A statistical theory of spatial distribution models. Transportation Research 1967, 1(3):253-269.
49. Yang H., Huang H.J. The multi-class, multi-criteria traffic network equilibrium and systems optimum problem. Transportation Research Part B 2004, 38(1):1-15.
50. Yang H., Meng Q. An integrated network equilibrium model of urban location and travel choices. Journal of Regional Science 1998, 38(4):575-598.
51. Zhang J., Kuwano M., Lee B., Fujiwara A. Modeling household discrete choice behavior incorporating heterogeneous group decision-making mechanisms. Transportation Research Part B 2009, 43(2):230-250.