Referencias

Referencias
Referencias
[1]
Aadland D. and Kolpin V. (1998), Shared irrigation costs: An empirical and
axiomatic analysis, Mathematical Social Sciences 849, 203-218.
[2]
Aczel, J. (1996), Function Equations and Their Applications, Academic Press,
New York.
[3]
Ansink, E., and H-P. Weikard (2011), “Sequential sharing rules for river
sharing problems”, Social Choice and Welfare, forthcoming.
[4]
Ambec, S., and L. Ehlers (2008), “Sharing a river among satiable agents”,
Games and Economic Behavior 64, 35-50.
[5]
Ambec, S. and Sprumont, Y. (2002). “Sharing a River.” Journal of Economic
Theory 107, 453-462.
[6]
Barret, S. (1994) “Conflict and cooperation in managing international water
resources,” Working Paper 1303, World Bank, Washington.
[7]
Bergantiños, G. and Vidal-Puga, J.J. (2004) "Additive rules in bankruptcy
problems and other related problems", Mathematical Social Sciences, 47, 87101.
[8]
Bergantiños, G. and Vidal-Puga, J.J. (2007) "Additivity in minimum cost
spanning tree problems", Journal of Mathematical Economics, 45, (1-2), 3842.
[9]
Berge, C. (1962), The Theory of Graphs and its applications, Methuen & CoJohn Wiley & Sons, London - New York, 1962.
[10] Bird, C.C. (1976), On cost allocation for a spanning tree: a game theoretic
approach, Networks 6, 335-350.
Referencias
[11] Bollobas, B. (1988), Modern Graph Theory, Springer-Verlag, New York.
[12] Boyd, J. (2003). “Water pollution taxes: A good ideal doomed to failure.”
Discussion paper 03-20, Research for the Future, Washington.
[13] Brink, R. van den and Gilles, R. P. (1996), Axiomatizations of the Conjunctive
Permission Value for Games with Permission Structures, Games and
Economic Behavior 12, 113-126.
[14]
Brink, R.van den, ''An Axiomatization of the Disjunctive Permission Value for
Games with a Permission Structure'' (1997), International Journal of Game
Theory 26, 27-43.
[15] Brink, R. van den (2004), Null or Zero Players: The Difference between the
Shapley Value and the Egalitarian Solution, Tinbergen Discussion Paper TI
2004-127/1, Tinbergen Institute, VU University, Amsterdam.
[16] Brink, R. van den, G. van der Laan, and V.A. Vasil'ev (2007), “Component
effcient solutions in line-graph games with applications”, Economic Theory
33, 349-364.
[17] Brink, R. van den, and G. van der Laan. (2008), “Comment on Sharing a
polluted river”.
[18] Brink, R. van den, G. van der Laan, and N. Moes (2010), “Fair agreements for
sharinginternational rivers with multiple springs and externalities”,
Tinbergen Discussion Paper TI 2010-096/1, Tinbergen Institute, VU
University, Amsterdam.
[19] Brink, R. van den, Estévez-Fernández, A., van der Laan G., and Moes N.
(2011), “Indepence Axioms for water allocation”
[20] Canterbury, E.R. and Marvasti, A. (1992), “The Coase theorem as a negative
externality.” Journal of Economic Issues 26, 1179-1189.
[21] Chun, Y. (1988), "The proportional solution for rights problems",
Mathematical Social Sciences 15, 231-246.
[22] Coase, R. (1960) “The problem of social cost.” Journal of Law and Economics
1, 1-14.
[23] Debing Ni, and Yuntong Wang. (2006), Sharing a polluted river. School of
Management, University of Electronic Science and Technology of China,
Chengdu, Shicguan and the Departament of Economics, University of
Windsor, Windsor, ON, Canada N9B 3P4.
Referencias
[24] Diestel, R. (2000), Graph Theory, 2nd ed., Springer, New York.
[25] Dinar, A., M.W. Rosegrant, and R. Meinzen-Dick (1997), “Water allocation
mechanisms: Principles and examples”, Policy Research Working Paper 1779,
World Bank, Washington D.C.
[26] Dutta, B. and Ray, D. (1989), A concept of egalitarianism under participation
constraints, Econometrica 57, 615-635.
[27] Gómez-Rúa, M. (2008), "Sharing a polluted river through environmental
taxes". RGEA WP. Second revision in Investigaciones Económicas.
[28] Faulhaber, G. (1975), “Cross-subsidization: Pricing in public enterprises.”
American Economic Review 65, 966-977.
[29] Graham, D.A., Marshall, C. and Richard, J.F (1990), “Differential payments
within a bidder coalition and the Shapley value”, American Economic Review
80, 493-510.
[30] Granot D, and Huberman G. (1981), Minimal cost spanning tree games,
Mathematical Programming 21, 1-18.
[31] Granot D, and Huberman G. (1984), On the core and nucleolus of minimal
cost spanning tree games, Mathematical Programming 29, 323-347.
[32] Godana, B. (1985), “Africa’s shared water resources.” France Printer, London.
[33] González-Díaz J., García-Jurado I., Fiestras-Janeiro G, An Introductory Course
on Mathematical Game Theory (2010) Amer Mathematical Society.
[34] Gilles, R.P., G. Owen, and R. van den Brink, ''Games with Permission
Structures: the Conjunctive Approach'' (1992), International Journal of Game
Theory 20, 277-293.
[35] Harary, F. (1969) Graph theory, Addison-Wesley, Reading, Mass..
[36] Kalai E. and Samet D. (1987) "On weighted Shapley values" International
Journal of Game Theory 16, 205-222.
[37] Khmelnitskaya, A.B. (2010), “Values for rooted-tree and sink-tree digraph
games and sharing a river”, Theory and Decision 69, 657-669.
[38] Kilgour, D.M., and A. Dinar (1995), “Are stable agreements for sharing
international river water now possible?”, Policy Research Working Paper
1474, World Bank, Washington D.C.
Referencias
[39] Kilgour, M., and Dinar A. (1996), “Are stable agreements for sharing
international river waters now possible?” Working Paper 1474, World Bank,
Washington .
[40] Koster, M., Molina, E., Sprumont, Y., and Tijs, S. H. (2001), Sharing the cost of a
network: core and core allocations, International Journal of Game Theory 30,
567-599.
[41] Littlechild, S., and Owen, G. (1973), A Simple Expression for the Shapley
Value in a Special Case, Management Science 20, 370-372.
[42] Littlechild, S. (1974), A Simple Expression for the Nucleolus in a Special Case,
International Journal of Game Theory 3, 21-30.
[43] Littlechild S., and Thompson G. (1977), Aircraft landing fees: a game theoretic
approach, The Bell Journal of Economics 8, 186-204.
[44] Moulin, H. (1987) "Equal or proportional division of a surplus, and other
methods" International Journal of Game Theory 19, 161-186.
[45] Moulin, H. (1988). Axioms of Cooperative Decision Making, Cambridge
University Press.
[46] Moulin, H. (2002), Axiomatic cost and surplus sharing, in: Arrow, K.J., Sen,
A.K., and Suzumura, K. (Eds.), Handbook of Social Choice and Welfare,
Volume 1, North-Holland, Amsterdam.
[47] Moulin, H. (2003), “Fair Division and Collective Welfare”, MIT Press.
[48] Moulin, H. and Sprumont, Y. (2005) "On demand responsiveness in additive
cost sharing", Journal of Economic Theory 125, 1-35.
[49] OECD (2004), Sustainable Development in OECD Countries: Getting the
Policies Right, OECD, Paris.
[50] OECD
(2006),
Database
on
Economic
Instruments,
OECD,
Paris.
http://www2.oecd.org/ecoinst/queries/index.htm
[51] OECD (2008a) "Costs of Inaction on Key Environmental Challenges". OECD,
Paris.
[52] OECD (2008b) "Freshwater", OECD Environmental Outlook to 2030. OECD,
Paris.
[53] Parrachino, I., A. Dinar, and F. Patrone (2006), “Cooperative game theory and
its application to natural, environmental and water resource issues: 3.
Referencias
Application to water resources”, World Bank Policy Research Working Paper
4074, World Bank, Washington D.C.
[54] Pérez J., Jimeno J.L, Cerdá E. Teoría de Juegos (2003), Pearson Education.
[55] Rodríguez, J., (2003), Teoría de Grafos, Kariña Editores, Mérida.
[56] Sánchez E., (1999), Juegos cooperativos que describen modelos en los que el
orden es inherente al problema.
[57] Shapley, L.S. (1953) “A Value for n-Person Games.” In Contributions to the
Theory of Games II. edited by H. W. Kuhn and A. W. Tucker. Annals of
Mathematics Studies 28, 307-17.
[58] Shapley, L.S. (1953), "Additive and non-additive set functions" Ph.D. Thesis.
Princeton University.
[59] Tiebout, C. (1956) “A Pure Theory of Local Expenditures.” Journal of Political
Economy 64, 416-24.
[60] Wang, Y. (2011), “Trading water along a river”, Mathematical Social Sciences
61, 124-130.
[61] Willian, T. (2002), “Axiomatic and game-theoretic analysis of bankruptcy and
taxation problems: a survey”, Department of Economics, University of
Rochester, Rochester, New York, NY 14627, USA.