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Cournot Oligopoly and the Theory of Supermodular Games

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130 RABAH AMIRBenhabib, J., <strong>and</strong> Radner, R. (1988). Joint Exploitation <strong>of</strong> a Productive Asset. New Jersey: Bell Laboratories.Bernheim, D., <strong>and</strong> Ray, D. (1983). “Altruistic Growth Economies, I. Existence <strong>of</strong> Bequest Equilibria.”IMSSS D.P. 419, Stanford University.Bernheim, D., <strong>and</strong> Ray, D. (1987). “Economic Growth with Intergenerational Altruism,” Rev. Econ.Stud. 54, 227–242.Bertsekas, D., <strong>and</strong> Shreve, S. (1978). Stochastic Optimal Control: The Discrete-Time Case. New York:Academic Press.Billingsley, P. (1968). Convergence <strong>of</strong> Probability Measures. New York: Wiley.Boldrin, M., <strong>and</strong> Montrucchio, L. (1986). “On <strong>the</strong> Indeterminacy <strong>of</strong> Capital Accumulation Paths,” J.Econ. <strong>Theory</strong> 40, 26–39.Brock, W., <strong>and</strong> Mirman, L. (1972). “Optimal Growth under Uncertainty: The Discounted Case,” J.Econ. <strong>Theory</strong> 4, 479–513.Budd, C., Harris, C., <strong>and</strong> Vickers, J. (1992). “A Model <strong>of</strong> <strong>the</strong> Evolution <strong>of</strong> Duopoly: Does <strong>the</strong> AsymmetryBetween Firms Tend to Increase or Decrease?” mimeo. Oxford University.Cyert, R. M., <strong>and</strong> DeGroot, M. H. (1970). “Multiperiod Decision Models with Alternating Choice asa Solution to <strong>the</strong> Duopoly Problem,” Quart. J. Econ. 84, 410–429.Dana, R.-A., <strong>and</strong> Montrucchio, L. (1991). “On Markovian Strategies in Dynamic <strong>Games</strong>,” preprint.Debreu, G. (1952). “Social Equilibrium Existence Theorem,” Proc. Nat. Acad. Sci. U.S.A. 38, 886–893.Dutta, P., Sundaram, R. (1990). “Stochastic <strong>Games</strong> <strong>of</strong> Resource Extraction: Existence Theorems forDiscounted <strong>and</strong> Undiscounted Models,” W.P. No. 241, Univ. <strong>of</strong> Rochester.Harris, C. (1985). “Existence <strong>and</strong> Characterization <strong>of</strong> Perfect Equilibrium in <strong>Games</strong> <strong>of</strong> Perfect Information,”Econometrica 53, 613–628.Harris, C., <strong>and</strong> Vickers, J. (1987). “Racing with Uncertainty,” Rev. Econ. Stud. 54, 1–21.Hellwig, M., <strong>and</strong> Leininger, W. (1987). “On <strong>the</strong> Existence <strong>of</strong> Subgame-Perfect Equilibrium in Infinite-Action <strong>Games</strong> <strong>of</strong> Perfect Information,” J. Econ. <strong>Theory</strong> 43, 55–75.Hellwig, M., <strong>and</strong> Leininger, W. (1988). “The Existence <strong>of</strong> Markov-Perfect Equilibrium in <strong>Games</strong> <strong>of</strong>Perfect Information,” SFB 303, No. A-183, Universität Bonn.Kall, P. (1986). “Approximation to Optimization Problems: An Elementary Review,” Math. Oper. Res.11, 9–18.Levhari, D., <strong>and</strong> Mirman, L. (1980). “The Great Fish War: An Example Using a Dynamic <strong>Cournot</strong>Nash Solution,” Bell J. Econ., 322–344.Lane, J., <strong>and</strong> Leininger, W. (1986). “Price-Characterisation <strong>and</strong> Pareto-Efficiency <strong>of</strong> Game-EquilibriumGrowth,” Z. Nationalökonomie/J. Econ. 46, 347–367.Leininger, W. (1986). “The Existence <strong>of</strong> Perfect Equilibria in a Model <strong>of</strong> Growth with Altruism betweenGenerations,” Rev. Econ. Stud. 53, 349–367.Majumdar, M., <strong>and</strong> Sundaram, R. (1991). “Symmetric Stochastic <strong>Games</strong> <strong>of</strong> Resource Extraction:Existence <strong>of</strong> Nonr<strong>and</strong>omized Stationary Equilibrium,” in Stochastic <strong>Games</strong> <strong>and</strong> Related Topics(Raghavan et. al., Eds.). Dordrecht: Kluwer.Maskin, E., <strong>and</strong> Tirole, J. (1988a). “A <strong>Theory</strong> <strong>of</strong> Dynamic <strong>Oligopoly</strong>. I. Overview <strong>and</strong> Quantity Competitionwith Large Fixed Costs,” Econometrica 56, 549–569.Maskin, E., <strong>and</strong> Tirole, J. (1988b). “A <strong>Theory</strong> <strong>of</strong> Dynamic <strong>Oligopoly</strong>. II. Price Competition, KinkedDem<strong>and</strong> Curves <strong>and</strong> Edgeworth Cycles,” Econometrica 56, 571–599.Milgrom, P., <strong>and</strong> Roberts, J. (1990). “Rationalizability, Learning <strong>and</strong> Equilibrium in <strong>Games</strong> withStrategies Complementarities,” Econometrica 58, 1255–1278.

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