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References
Aumann, R., and R. Myerson (1988): “Endogenous formation of links between players and coalitions: an application of the Shapley value,” in Roth, A. (ed.) The Shapley Value. Cambridge, UK: Cambridge University Press, 175–191.
Bala, V., and S. Goyal (2000): “A noncooperative model of network formation,” Econometrica, 68, 1181–1229.
Crawford, V. (1991): “An evolutionary interpretation of van Huyck, Battalio, and Beil’s experimental results on coordination,” Games and Economic Behavior, 3, 25–59.
Dutta, B. and S. Mutuswami (1997): “Stable networks,” Journal of Economic Theory, 76, 322–344.
Dutta, B., A. van den Nouweland, and S. Tijs (1998): “Link formation in cooperative situations,” International Journal of Game Theory, 27, 245–256.
Feinberg, Y. (1998): “An incomplete cooperation structure for a voting game can be strategically stable,” Games and Economic Behavior, 24, 2–9.
Goyal, S., and F. Vega-Redondo (2000): “Learning, network formation and coordination,” Mimeo.
Jackson, M., and A. Watts (2000): “On the formation of interaction networks in social coordination games,” Mimeo.
Jackson, M., and A. Watts (2001): “The evolution of social and economic networks,” Journal of Economic Theory (to appear).
Jackson, M., and A. Wolinsky (1996): “A strategic model of social and economic networks,” Journal of Economic Theory, 71, 44–74.
Johnson, C., and R. Gilles (2000): “Spatial social networks,” Review of Economic Design, 5, 273–299.
Monderer, D., and L. Shapley (1996): “Potential games,” Games and. Economic Behavior, 14, 124–143.
Myerson, R. (1977): “Graphs and cooperation in games,” Mathematics of Operations Research, 2, 225–229.
Myerson, R. (1991): Game Theory: Analysis of Conflict. Cambridge, Mass.: Harvard University Press.
Qin, C. (1996): “Endogenous formation of cooperation structures,” Journal. of Economic Theory, 69, 218–226.
Shapley, L. (1953): “A value for n-person games,” in: Tucker, A. and Kuhn, H. (eds.), Contributions to the Theory of Games II. Princeton: Princeton University Press, 307–317.
Slikker, M., and H. Norde (2000): “Incomplete stable structures in symmetric convex games,” CentER Discussion Paper 2000-97, Tilburg University, Tilburg, The Netherlands.
Slikker, M., and A. van den Nouweland (2000): “Network formation with costs for establishing links,” Review of Economic Design, 5, 333–362.
Slikker, M., and A. van den Nouweland (2001a): “A one-stage model of link formation and payoff division,” Games and Economic Behavior, 34, 153–175.
Slikker, M., and A. van den Nouweland (2001b): Social and Economic Networks in Cooperative Game Theory. Boston: Kluwer Academic Publishers.
Ui, T. (2000): “A Shapley value representation of potential games,” Games and Economic Behavior, 31, 121–135.
Ui, T. (2001): “Robust equilibria of potential games,” Econometrica, to appear.
van Huyck, J., R. Battalio, and R. Beil (1990): “Tactic coordination games, strategic uncertainty, and coordination failure,” American Economic Review, 35, 347–359.
Watts, A. (2000): “Non-myopic formation of circle networks,” Mimeo.
Watts, A. (2001): “A dynamic model of network formation,” Games and Economic Behavior, 34, 331–341.
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Slikker, M., van Den Nouweland, A. (2002). Network Formation, Costs, and Potential Games. In: Borm, P., Peters, H. (eds) Chapters in Game Theory. Theory and Decision Library C:, vol 31. Springer, Boston, MA. https://doi.org/10.1007/0-306-47526-X_11
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DOI: https://doi.org/10.1007/0-306-47526-X_11
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