The goal of this paper is to find Wardrop equilibrium in transport networks at case of uncertainty situations, where the uncertainty comes from lack of information. We use simulation tool to find the equilibrium, which gives only approximate solution, but this is sufficient for large networks as well. In order to take the uncertainty into account we have developed an interval-based procedure for finding the paths with minimal cost using the Dempster-Shafer theory. Furthermore we have investigated the users- behaviors using game theory approach, because their path choices influence the costs of the other users- paths., {"references":["A. Nagurney, \"Spatial Equilibrium in Transport Networks\", in\nHandbook of Transport Geography and Spatial Systems, Handbooks in\nTransport Vol. 5, ed. David Hensher, et al., Elsevier, 2004, pp. 583-608.","D. E. Kaufman, J. Nonis, and R. L. Smith, \"A mixed integer linear\nprogramming model for dynamic route guidance\", Transportation\nResearch Part B: Methodological, Volume 32, Issue 6, August 1998, pp.\n431-440.","D. Boyce, D. H. Lee and B. Ran: Analytical Models of the Dynamic\nTraffic Assignment Problem, Networks and Spatial Economics, Vol. 1,\nNumbers 3-4, September, 2001, pp. 377-390.","I. Chabini, H. Jiang, P. Macneille, and R. Miller, \"Parallel\nImplementation of Dynamic Traffic Assignment Models\", Presented at\nthe 2003 IEEE International Conference on Systems, Man &\nCybernetics, Washington DC, October 2003.","Q. Yang: A Simulation Laboratory for Evaluation of Dynamic Traffic\nManagement Systems, PhD thesis, Massachusetts Institute of\nTechnology, Cambridge, Massachusetts, June 1997.","H. Miller, Y. Wu, M. Hung, \"Gis-Based Dynamic Traffic Congestion\nModeling To Support Time-Critical Logistics\", Published in the\nProceedings of the Hawai-i International IEEE Conference on System\nScience, January 5-8, Maui, Hawaii, 1999.","Y. Wu, H. Miller, M. Hung, \"A GIS-based decision support system for\nanalysis of route choice in congested urban road networks\", Journal of\nGeographical Systems, 2001. No. 3 pp. 3-24.","A. Rapoport, T. Kugler, S. Dugar, and E. J. Gisches, \"Choice of routes in\ncongested traffic networks: Experimental tests of the Braess Paradox\",\nGames and Economic Behavior, Volume 65, Issue 2, March 2009, pp.\n538-571.","S. J. Li, G. Y. Chen, \"Multiclass, Two-criteria Traffic Network\nEquilibrium Models and Vector Variational Inequalities\", Systems\nEngineering - Theory & Practice, Volume 28, Issue 1, January 2008, pp.\n141-145.\n[10] L.C. Davis, \"Realizing Wardrop equilibria with real-time traffic\ninformation\", Physica A: Statistical Mechanics and its Applications,\nVolume 388, Issue 20, 15 October 2009, pp. 4459-4474.\n[11] V. Henn, M. Ottomanelli, \"Handling uncertainty in route choice models:\nFrom probabilistic to possibilistic approaches\", European Journal of\nOperational Research, Volume 175, Issue 3, 16 December 2006, pp.\n1526-1538.\n[12] Y. M. Nie, \"Equilibrium analysis of macroscopic traffic oscillations\",\nTransportation Research Part B: Methodological, Volume 44, Issue 1,\nJanuary 2010, pp. 62-72.\n[13] B. Raney, K. Nagel, \"Iterative route planning for large-scale modular\ntransportation simulations\", Future Generation Computer Systems,\nVolume 20, Issue 7, 1 October 2004, pp. 1101-1118.\n[14] A. L.C. Bazzan, F. Kl├╝gl, \"Case studies on the Braess Paradox:\nSimulating route recommendation and learning in abstract and\nmicroscopic models\", Transportation Research Part C: Emerging\nTechnologies, Volume 13, Issue 4, August 2005, pp. 299-319.\n[15] S. Rosswog, C. Gawron, S. Hasselberg, R. Böning, P. Wagner,\n\"Computational aspects in traffic simulation problems\", Future\nGeneration Computer Systems, Volume 17, Issue 5, March 2001, pp.\n659-665.\n[16] D. Braess, \"Uber ein Paradoxon der Verkehrsplanung,\"\nUnternehmenforschung, 1968, 12, pp. 258-268.\n[17] J. G. Wardrop, \"Some Theoretical Aspects of Road Traffic Research,\"\nProceedings of the Institute of Civil Engineers, Part II, 1952, pp. 325-\n378.\n[18] G. Szűcs, Gy. Sallai, \"Route Planning with Uncertain Information using\nDempster-Shafer theory\", 3rd International Conference Engineering\nManagement and Service Sciences (EMS 2009), Session of City\nOperation and Development, in Beijing, China, September 20-22, 2009.\n[19] M. Florian, M. Mahut, N. Tremblay, \"Application of a simulation-based\ndynamic traffic assignment model\", European Journal of Operational\nResearch 189, 2008, pp. 1381-1392.\n[20] R. Axelrod, \"Effective choice in the prisoner-s dilemma\" J. Conflict\nResolution, 24, 1980, pp. 3-25.\n[21] R. Axelrod, \"The Evolution of Cooperation\" (Revised edition) Perseus\nBooks Group, 2006.\n[22] J. Baron, \"Thinking and Deciding\", (Third Edition), Cambridge\nUniversity Press, 2000.\n[23] Gy. Szab├│, G. F├íth, \"Evolutionary games on graphs\", Physics Reports\n446, 2007, pp. 97-216.\n[24] S. Azhar, A. McLennan, J.H. Reif, \"Computation of equilibriain\nnoncooperative games\", Computers & Mathematics with Applications,\nVolume 50, Issues 5-6, September 2005, Pages 823-854.\n[25] G. Szűcs, Gy. Sallai: \"Finding Equilibrium in Transport Networks by\nSimulation in case of Lack of Information\", \"International Conference\non Innovation, Engineering Management and Technology\", WASET\nconference 65, Tokyo, 2010 May 26-28. pp. 172-176."]}