References: |
[1] B. Allen, Incentives in market games with asymmetric information: Approximate NTU cores in large economies," Chapter 11 in Social Choice, Welfare, and Ethics: Proceedings of the Eighth International Symposium in Economic Theory and Econometrics (W.A. Barnett, H. Moulin, M. Salles, and N.J. Schofield Eds.), Cambridge: Cambridge University Press, 1994. [2] R.M. Anderson, An elementary core equivalence theorem, Econometrica 46 (1978), 1438-1487. [3] R.J. Aumann, Markets with a continuum of traders, Econometrica 32 (1964), 39-50. [4] W.J. Baumol, J.C. Panzer and R.D. Willig, Contestable Markets and the Theory of Industry Structure, San Diego: Harcourt, Brace, Javanovitch, 1982. [5] E. Bennett and M. Wooders, Income distribution and ¯rm formation, Journal of Comparative Economics 3 (1979), 304-317. [6] V. Böhm, The limit of the core of an economy with production, International Economic Review 15 (1974), 143-148. [7] J. Broome, Approximate equilibrium in economies with indivisible commodities, Journal of Economic Theory 5 (1972), 224-249. [8] J. Buchanan, An economic theory of clubs, Economica 33 (1965), 1-14. [9] J. Conley, Convergence theorems on the core of a Public Goods Economy: Sufficient Conditions, Journal of Economic Theory 62 (1994), 161-85. [10] J. Conley and M.Wooders, Taste homogeneity of optimal jurisdictions in a Tiebout economy with crowding types and endogenous educational investment choices, Richerche Economiche 50 (1996), 367-387. [11] J. Conley and M. Wooders, Equivalence of the core and competitive equilibrium in a Tiebout economy with crowding types, Journal of Urban Economics (1997), 421-440. [12] J. Conley and M. Wooders, Anonymous pricing in Tiebout economies and economies with clubs,in Topics in Public Finance, (D. Pines, E. Sadka, and I. Zilcha Eds.), Cambridge: Cambridge University Press, 1998. [13] J. Conley and M. Wooders, Tiebout economies with differential genetic types and endogenously chosen crowding characteristics, Journal of Economic Theory 98 (2001), 261-294. [14] V.P. Crawford, Comparative Statics in Matching Markets, Journal of Economic Theory 54 (1991), 389-400. [15] N. Dagan, R. Serrano and O. Volij, Bargaining, Coalitions and Competition, Economic Theory 15 (2000), 279-296. [16] G. Debreu, New concepts and techniques for equilibrium analysis, International Economic Review 3 (1962), 257-273. [17] G. Debreu and H. Scarf, A limit theorem on the core of an economy,International Economic Review 4 (1963), 235-246. [18] F. Forges, A. Heifetz and E. Minelli, Incentive compatible core and competitive equilibria in differential information economies, Economic Theory 18 (2001), 349-365. [19] R. Garratt and C.-Z. Qin Cores and competitive equilibria with indivisibilities and lotteries, Journal of Economic Theory 68 (1996), 531-543. [20] D.B. Gilles, Some Theorems on n-person Games, Ph.D. Dissertation, Department of Mathematics, Princeton University, Princeton, 1953. [21] J. Greenberg and S. Weber, Strong Tiebout equilibrium with restricted preference domain, Journal of Economic Theory 38 (1986), 101-117. [22] P.J. Hammond, On f-core equivalence with general widespread externalities, Journal of Mathematical Economics 32 (1999), 177-184. [23] P.J. Hammond, M. Kaneko, and M. Wooders (1989) Continuum economies with finite coalitions; Core, equilibrium and widespread externalities, Journal of Economic Theory 49 (1989), 113-134. [24] W. Hildenbrand, Core and Equilibria of a Large economy, Princeton: Princeton University Press, 1974. [25] W. Hildenbrand and A.P. Kirman, Introduction to Equilibrium Analysis, Amsterdam- Oxford: North Holland, 1976. [26] T. Ichiishi and J. Schäffer, The ¿-core of a game without side payments,Carnegie Mellon University Graduate School of Industrial Administration Working Paper No. 9-79-80, 1979. [27] M. Kaneko and M. Wooders, Cores of partitioning games, Mathematical Social Sciences 3 (1982), 313-327. [28] M. Kaneko and M. Wooders, The core of a game with a continuum of players and finite coalitions: The model and some results, Mathematical Social Sciences 12 (1986), 105-137. [29] M. Kaneko and M. Wooders, The core of a continuum economy with widespread externalities and finite coalitions: From finite to continuum economics, Journal of Economic Theory 49 (1989), 135-168. [30] M. Kaneko and M. Wooders, The nonemptiness of the f-core of a game without side payments, International Journal of Game Theory 25 (1996), 245-258. [31] Y. Kannai, Continuity properties of the core of a market, Econometrica 38 (1970), 791-815. [32] A.S. Kelso and V.P. Crawford, Job matching, coalition formation, and gross substitutes, Econometrica 50 (1982), 1483-1504. [33] H. Konishi, M. Le Breton, and S. Weber, Equilibrium in a finite local public goods economy, Journal of Economic Theory 79 (1998), 224-244. [34] A. Kovalenkov and M. Wooders, Epsilon cores of games and economies with limited side payments, Autonomous University of Barcelona WP 392.97, revised, Games and Economic Behavior 36 (2001), 193-218. [35] A. Kovalenkov and M.Wooders, An exact bound on " for nonemptiness of "-cores of games,Autonomous University of Barcelona WP 393.97 and 394.97, revised, Mathematics of Operations Research 26 (2001), 654-678. [36] A.M. Manelli, Core convergence without monotone preferences and free disposal, Journal of Economic Theory 55 (1991), 400-415. [37] A.M. Manelli, Monotonic preferences and core equivalence, Econometrica 59 (1991), 123-138. [38] A. Mas-Colell, A refinement of the core equivalence theorem, Economic Letters 3 (1979), 307-310. [39] A. Mas-Colell, Efficiency and decentralization in the pure theory of public goods, Quarterly Journal of Economics 94 (1980), 625-641. [40] R. Myerson, Game Theory, Cambridge- London: Harvard University Press, 1991. [41] J. Ostroy, A reformulation of the marginal productivity theory of distribution, Econometrica 52 (1984), 599-630. [42] M. Pauly, Clubs, commonality and the core: An integration of game theory and the theory of public goods, Economica (1967), 314-324. [43] M. Pauly, Cores and clubs, Public Choice 9 (1970), 53-65. [44] A. Roth and M. Sotomayor, Two-sided Matching; A Study in Game-theoretic Modeling and Analysis, Cambridge: Cambridge University Press, 1990. [45] H.E. Scarf, The core of an n-person game, Econometrica 35 (1967), 50-67. [46] R. Selten, A non-cooperative model of characteristic function bargaining, in \Essays in Game Theory and Mathematical Economics in Honor of O.Morgenstern," (V. BÄohm and M. Nachtkamp Eds.), Manheim- Wein- ZÄurich: Bibliographisches Institut, 1981. [47] L.S. Shapley, On balanced sets and cores, Naval Research Logistics Quarterly 14 (1967), 453-460. [48] L.S. Shapley and M. Shubik, Quasi-cores in a monetary economy with nonconvex preferences, Econometrica 34 (1966), 805-827. [49] L.S. Shapley and M. Shubik, On market games, Journal of Economic Theory 1 (1969), 9-25. [50] M. Shubik, Edgeworth Market Games, in \Contributions to the Theory of Games IV, Annals of Mathematical Studies 40," (F.R. Luce, and A.W. Tucker, eds.), Princeton: Princeton University Press, 1959. [51] M. Shubik, The `Bridge Game' economy: An example of indivisibilities, Journal of Political Economy 79 (1971), 909-912. [52] M. Shubik and M. Wooders, Near-markets and market-games, Cowles Foundation Discussion Paper No. 657, 1982. [53] M. Shubik and M. Wooders, Clubs, near-markets and market-games, in \Topics in Mathematical Economics and Game Theory; Essays in Honor of Robert J. Aumann," (M. Wooders ed.), Fields Institute Communication Volume, Providence: American Mathematical Society, 1999. [54] M. Shubik and M. Wooders, Approximate cores of replica games and economies: Part I. replica games, externalities, and approximate cores, Mathematical Social Sciences 6 (1983), 27-48. [55] V. Vasil'ev, S. Weber and H. Wiesmeth, Core equivalence with congested public goods, Economic Theory 6 (1995), 373-387. [56] S. Weber, On ²-cores of balanced games, International Journal of Game Theory 8 (1979), 241-250. [57] M.Wooders, Equilibria, the Core, and Jurisdiction Structures in Economies with a Local Public Good, Journal of Economic Theory 18 (1978), 328-348. [58] M. Wooders, A characterization of approximate equilibria and cores in a class of coalition economies, Stony Brook Department of Economics Working Paper No. 184, 1977, Revised 1979, on-line at http://www.warwick.ac.uk/fac/soc/Economics/wooders/. [59] M. Wooders, Asymptotic cores and asymptotic balancedness of large replica games, Stony Brook Department of Economics Working Paper No. 215, 1979, revised 1980, on-line at http://www.warwick.ac.uk/fac/soc/Economics/wooders/. [60] M. Wooders, \The "-core of an N-person game," State University of New York at Stony Brook Working Paper No. 216, September 1979. [61] M. Wooders, \The epsilon core of a large game," Cowles Foundation Discussion Paper 612, 1981. [62] M. Wooders, The epsilon core of a large replica game, Journal of Mathematical Economics 11 (1983), 277-300. [63] M. Wooders, Stability of jurisdiction structures in economies with a local public good, Mathematical Social Sciences 15 (1988), 24-29. [64] M. Wooders, The efficaciousness of small groups and the approximate core property in games without side payments, University of Bonn Sonderforschungsbereich 303 Discussion Paper No. B-17, 1991. [65] M. Wooders, Inessentiality of large groups and the approximate core property; An equivalence theorem, Economic Theory 2 (1992), 129-147. [66] M. Wooders, Large games and economies with e®ective small groups, in \Game Theoretic Methods in General Equilibrium Analysis," (J.-F. Mertens and S. Sorin Eds.), Dordrecht- Boston- London: Kluwer Academic Publishers, 1994. [67] M. Wooders, Equivalence of games and markets, Econometrica 62 (1994), 1141-1160. [68] Wooders, M. H. (1994c), \Approximating games and economies by markets," University of Toronto Working Paper No. 9415. [69] M.Wooders, Multijurisdictional economies, the Tiebout Hypothesis, and sorting, Proceedings of the National Academy of Sciences 96 (1999), 10585-10587, on-line at http://www.pnas.org/cgi/content/full/96/19/10585. [70] M. Wooders, and W.R. Zame, Approximate cores of large games, Econometrica 52 (1984), 1327-1350. [71] M. Wooders and W.R. Zame, NTU values of large games, IMSSS Technical Report No. 503, 1987. |