1.Abdoli, Gh. 2016. Game theory and its applications: Incomplete information, Evolutionary and cooperative games. Samt Press. 352p. (In Persian)
2.Adams, G., Rausser, G., and Simon, L. 1996. Modelling multilateral negotiations: an application to California Water Policy. J. Econ. Behav. Org. 30: 1. 97-111.
3.Fisvold, G.B., and Caswell, M.F. 2000. Transboundary water management: game theoretic lessons for projects on the US–Mexico border. J. Agric. Econ. 24: 101-111.
4.Gardner, R., Moore, M.R., and Walker, J.M. 1997. Governing a groundwater commons: a strategic and laboratory analysis of Western water law. Economic Inquiry. 35: 2. 218-234.
5.Huang, X., Chen, X., and Huang, P. 2018. Research on fuzzy cooperative game model of allocation of pollution discharge rights. J. Water. 10: 5. 2-11.
6.Hipel, K.W., Fang, L., Kilgour, D.M., and Haight, M. 1993. Environmental conflict resolution using the graph model. P 17-20. In: Proceedings of the IEEE International Conference on Systems, Man and Cybernetics. Le Touquet, France.
7.Kerachian, R., Abed-Elmdoust, A., and Parsapour-Moghaddam, P. 2015. A Heuristic Evolutionary Game Theoretic Methodology for Conjunctive Use of Surface and Groundwater Resources. J. Water Resour. Manage. 29: 11. 3905-3918.
8.Lippai, I., and Heaney, P. 2000. Efficient and equitable impact fees for urban water systems. J. Water Resour. Plan. Manage. 126: 2. 75-84.
9.Madani, K., and Hipel, K.W. 2007. Strategic insights into the Jordan River conflict. P 1-10. In: Kabbes, K.C. (Ed.), Proceeding of the 2007 World Environmental and Water Resources Congress, Tampa, Florida. American Society of Civil Engineers.
10.Madani, K. 2010. Game Theory and Water Resources. J. Hydrol. 81: 225-238.
11.Madani, K., and Hipel, K.W. 2011. Non-Cooperative Stability Definitions for Strategic Analysis of Generic Water Resources Conflicts”. Water Resource Management. Pp: 1949-1977.
12.Mehrparvar, M., Ahmadi, A., and Safavi, H.R. 2015. Social resolution of conflicts over water resources allocation in a river basin using cooperative game theory approaches: a case study. Inter. J. River Basin Manage. 14: 1. 33-45.
13.Nash, J.F. 1951. Non-cooperative games. Ann Math. 54: 2. 286-295.
14.Niksokhan, M.H., Kerachian, R., and Karamouz, M. 2009. A game theoretic approach for trading discharge Permitsin Rivers. J. Water Sci. Tech. 60: 3.793-804.
15.Sadegh, M., Mahjouri, N., and Kerachian, R. 2010. Optimal interbasin water allocation using crisp and fuzzy Shapley games. Water Resources management. 24: 10. 2291-2310.
16.Sauer, P., Dvorak, A., Lisa, A., and Fiala, P. 2003. A procedure for negotiating pollution reduction under information asymmetry. Environmental and Resource Economics. 24: 2. 103-119.
17.Schreider, S., Zeephongsekul, P., and Fernandes, M. 2007. A game-theoretic approach to water quality management. In: Oxley, L., Kulasiri, D. (Eds.), MODSIM 2007 International Congress on Modelling and Simulation, Modelling and Simulation Society of Australia and New Zealand. P 2312-2318. ISBN: 978-0-9758400-4-7.
18.Sheikhmohammady, M., and Madani, K. 2008. Bargaining over the Caspian Sea-the largest Lake on the earth. In: Babcock, R.W., Walton, R. (Eds.), Proceeding of the 2008 World Environmental and Water Resources Congress, Honolulu, Hawaii. American Society of Civil Engineers. Pp: 1-9.
19.Straffin, P., and Heaney, J. 1981. Game theory and the Tennessee valley authority. Inter. J. Game Theor. 10: 1. 35-43.
20.Von Neumann, J., and Morgenstern, O. 1944. Theory of games and economic behavior. Princeton University Press. Princeton. 776p.