References and Bibliography for Chapter 11
Published online by Cambridge University Press: 02 September 2009
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- Chapter
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- Walrasian Economics , pp. 334 - 344Publisher: Cambridge University PressPrint publication year: 2006
References
(1994), “Accessibility of Pareto Optima by Walrasian Exchange Processes,” Journal of Mathematical Economics, 23(6), November, 585–603CrossRefGoogle Scholar
(2000), “An Experimental Examination of the Walrasian Tatonnement Mechanism,” Bargaining and market behavior: Essays in experimental economics, Cambridge, New York, and Melbourne: Cambridge University Press, 381–406Google Scholar
and (1998), “Asymptotically Strategy-Proof Walrasian Exchange,” Mathematical Social Sciences, 36(3), December, 185–212CrossRefGoogle Scholar
(1992), “Transformations of the Commodity Space, Behavioral Heterogeneity, and the Aggregation Problem,” Journal of Economic Theory, 57(1), June, 1–35CrossRefGoogle Scholar
Grodal, Birgit and Karl Vind (2000), “Walras Equilibrium with Coordination,” Institute of Economics Working paper, University of Copenhagen
(2002), “Equilibre général, coordination et multiplicité sur les marches au comptant,” Revue d'Economie Politique, 112(5), September–October, 671–92CrossRefGoogle Scholar
(1997), “Equilibrium Adjustment of Disequilibrium Prices,” Journal of Mathematical Economics, 27(1), February, 53–77CrossRefGoogle Scholar
and (2003), “Walrasian Equilibrium in an Exchange Economy with Indivisibilities,” Mathematical Social Sciences, 46(2), October, 159–92CrossRefGoogle Scholar
and (2000), “Equilibrium Prices in a Random Exchange Economy with Dependent Agents,” Economic Theory, 15(3), May, 531–50CrossRefGoogle Scholar
(1961), “On the Formation of Prices,” International Economic Review, 2, 122–26CrossRefGoogle Scholar
(1997), “On the Equivalence of Walrasian and Non-Walrasian Equilibria in Contract Markets: The Case of Complete Contracts,” Review of Economic Studies, 64(2), April, 241–64CrossRefGoogle Scholar
(1962), “A Walrasian Approach to Bargaining Games,” International Economic Review, 3, 218–32CrossRefGoogle Scholar
and (2001), “Walras Retrouvé: Decentralized Trading Mechanisms and the Competitive Price,” Journal of Political Economy, 109(4), August, 842–63Google Scholar
and (2002), “Between Search and Walras,” Journal of Labor Economics, 20(1), January, 59–85CrossRefGoogle Scholar
(2003), “Non-Walrasian Equilibria and the Law of One Price,” Journal of Economic Theory, 108(1), January, 169–75CrossRefGoogle Scholar
and (1999), “Double-Edged Population Monotonicity of Walrasian Equilibrium – A Note on the Nature of Competition,” Mathematical Social Sciences, 37(3), May, 235–51CrossRefGoogle Scholar
Starr, Ross M. and Maxwell B. Stinchcombe (1993), “Exchange in a Network of Trading Posts,” University of California, San Diego Department of Economics Working Paper, 93–13, April, 1–14
(2003), “Competitive Markets and Aggregate Information,” Eastern Economic Journal, 29(4), 593–606Google Scholar
(2002), “Le problème de la variation de prix: Les limites de la théorie walrassienne,” Revue Economique, 53(5), September, 917–31Google Scholar
and (2003), “Bertrand and Walras Equilibria under Moral Hazard,” Journal of Political Economy, 111(4), August, 785–817CrossRefGoogle Scholar
and (2002), “Sensitivity Analysis for Applied General Equilibrium Models in the Presence of Multiple Walrasian Equilibria,” Economic Theory, 19(3), April, 459–76CrossRefGoogle Scholar
(2004), “An Intertemporal General Equilibrium Model with Given Real Wage Rates,” Structural Change and Economic Dynamics, 15(2), June, 207–33CrossRefGoogle Scholar
and (2000), “Uniqueness, Stability, and Comparative Statics in Rationalizable Walrasian Markets,” Econometrica, 68(6), November, 1529–39CrossRefGoogle Scholar
(1998), “Walrasian General Equilibrium and Nonlinear Dynamics,” Nonlinear Dynamics, Psychology, and Life Sciences, 2(1), January, 59–72CrossRefGoogle Scholar
(1983), Disequilibrium Foundations of Equilibrium Economics, Cambridge: Cambridge University PressCrossRefGoogle Scholar
(1991), “Stability – Independent of Economic Structure? A Prototype Analysis,” Structural Change and Economic Dynamics, 2(1), 9–35CrossRefGoogle Scholar
(1995), “Bertrand and Walras Equilibria in Large Economies,” Journal of Economic Theory, 67(2), December, 436–66CrossRefGoogle Scholar
and (1999), “Walrasian Equilibrium with Gross Substitutes,” Journal of Economic Theory, 87(1), July, 95–124CrossRefGoogle Scholar
(1962), “On the Stability of Pure Exchange Equilibrium,” International Economic Review, 3, 206–13CrossRefGoogle Scholar
(1997), “Stability of Tatonnement Processes of Short Period Equilibria with Rational Expectations,” Journal of Mathematical Economics, 28(1), August, 41–67CrossRefGoogle Scholar
(1997), “A Globally and Universally Stable Price Adjustment Process,” Journal of Mathematical Economics, 27(2), March, 163–93CrossRefGoogle Scholar
(1998), “Gross Substitutability and the Laws of Comparative Statics: A Simultaneous Demand Shift,” Keio Economic Studies, 35(2), 1–7Google Scholar
(2003), “Walrasian General Equilibrium Allocations and Dynamics in Two-Sector Growth Models,” German Economic Review, 4(1), February, 53–87CrossRefGoogle Scholar
(1999), “Methodological Individualism and the Walrasian Tatonnement,” Journal of Economic and Social Research, 1(1), 5–33Google Scholar
Majumdar, Mukul and Tapan Mitra (1997), “Complexities of Concrete Walrasian Systems,” Issues in economic theory and public policy: Essays in honour of Professor Tapas Majumdar, 41–63, Oxford and New York: Oxford University Press, Delhi
(2003), “Core and Walrasian Equilibria When Agents' Characteristics Are Extremely Dispersed,” Economic Theory, 22(4), November, 699–725CrossRefGoogle Scholar
(1998), “A Leibenstein-Hobbes-Walras Model of Sharecropping,” Metroeconomica, 49(1), February, 62–96CrossRefGoogle Scholar
and (1998), “Axiomatizations of Neoclassical Concepts for Economies,” Journal of Mathematical Economics, 30(1), August, 87–108CrossRefGoogle Scholar
(1994), “Accessibility of Pareto Optima by Walrasian Exchange Processes,” Journal of Mathematical Economics, 23(6), November, 585–603CrossRefGoogle Scholar
(2000), “An Experimental Examination of the Walrasian Tatonnement Mechanism,” Bargaining and market behavior: Essays in experimental economics, Cambridge, New York, and Melbourne: Cambridge University Press, 381–406Google Scholar
and (1998), “Asymptotically Strategy-Proof Walrasian Exchange,” Mathematical Social Sciences, 36(3), December, 185–212CrossRefGoogle Scholar
(1992), “Transformations of the Commodity Space, Behavioral Heterogeneity, and the Aggregation Problem,” Journal of Economic Theory, 57(1), June, 1–35CrossRefGoogle Scholar
Grodal, Birgit and Karl Vind (2000), “Walras Equilibrium with Coordination,” Institute of Economics Working paper, University of Copenhagen
(2002), “Equilibre général, coordination et multiplicité sur les marches au comptant,” Revue d'Economie Politique, 112(5), September–October, 671–92CrossRefGoogle Scholar
(1997), “Equilibrium Adjustment of Disequilibrium Prices,” Journal of Mathematical Economics, 27(1), February, 53–77CrossRefGoogle Scholar
and (2003), “Walrasian Equilibrium in an Exchange Economy with Indivisibilities,” Mathematical Social Sciences, 46(2), October, 159–92CrossRefGoogle Scholar
and (2000), “Equilibrium Prices in a Random Exchange Economy with Dependent Agents,” Economic Theory, 15(3), May, 531–50CrossRefGoogle Scholar
(1961), “On the Formation of Prices,” International Economic Review, 2, 122–26CrossRefGoogle Scholar
(1997), “On the Equivalence of Walrasian and Non-Walrasian Equilibria in Contract Markets: The Case of Complete Contracts,” Review of Economic Studies, 64(2), April, 241–64CrossRefGoogle Scholar
(1962), “A Walrasian Approach to Bargaining Games,” International Economic Review, 3, 218–32CrossRefGoogle Scholar
and (2001), “Walras Retrouvé: Decentralized Trading Mechanisms and the Competitive Price,” Journal of Political Economy, 109(4), August, 842–63Google Scholar
and (2002), “Between Search and Walras,” Journal of Labor Economics, 20(1), January, 59–85CrossRefGoogle Scholar
(2003), “Non-Walrasian Equilibria and the Law of One Price,” Journal of Economic Theory, 108(1), January, 169–75CrossRefGoogle Scholar
and (1999), “Double-Edged Population Monotonicity of Walrasian Equilibrium – A Note on the Nature of Competition,” Mathematical Social Sciences, 37(3), May, 235–51CrossRefGoogle Scholar
Starr, Ross M. and Maxwell B. Stinchcombe (1993), “Exchange in a Network of Trading Posts,” University of California, San Diego Department of Economics Working Paper, 93–13, April, 1–14
(2003), “Competitive Markets and Aggregate Information,” Eastern Economic Journal, 29(4), 593–606Google Scholar
(2002), “Le problème de la variation de prix: Les limites de la théorie walrassienne,” Revue Economique, 53(5), September, 917–31Google Scholar
and (2003), “Bertrand and Walras Equilibria under Moral Hazard,” Journal of Political Economy, 111(4), August, 785–817CrossRefGoogle Scholar
and (2002), “Sensitivity Analysis for Applied General Equilibrium Models in the Presence of Multiple Walrasian Equilibria,” Economic Theory, 19(3), April, 459–76CrossRefGoogle Scholar
(2004), “An Intertemporal General Equilibrium Model with Given Real Wage Rates,” Structural Change and Economic Dynamics, 15(2), June, 207–33CrossRefGoogle Scholar
and (2000), “Uniqueness, Stability, and Comparative Statics in Rationalizable Walrasian Markets,” Econometrica, 68(6), November, 1529–39CrossRefGoogle Scholar
(1998), “Walrasian General Equilibrium and Nonlinear Dynamics,” Nonlinear Dynamics, Psychology, and Life Sciences, 2(1), January, 59–72CrossRefGoogle Scholar
(1983), Disequilibrium Foundations of Equilibrium Economics, Cambridge: Cambridge University PressCrossRefGoogle Scholar
(1991), “Stability – Independent of Economic Structure? A Prototype Analysis,” Structural Change and Economic Dynamics, 2(1), 9–35CrossRefGoogle Scholar
(1995), “Bertrand and Walras Equilibria in Large Economies,” Journal of Economic Theory, 67(2), December, 436–66CrossRefGoogle Scholar
and (1999), “Walrasian Equilibrium with Gross Substitutes,” Journal of Economic Theory, 87(1), July, 95–124CrossRefGoogle Scholar
(1962), “On the Stability of Pure Exchange Equilibrium,” International Economic Review, 3, 206–13CrossRefGoogle Scholar
(1997), “Stability of Tatonnement Processes of Short Period Equilibria with Rational Expectations,” Journal of Mathematical Economics, 28(1), August, 41–67CrossRefGoogle Scholar
(1997), “A Globally and Universally Stable Price Adjustment Process,” Journal of Mathematical Economics, 27(2), March, 163–93CrossRefGoogle Scholar
(1998), “Gross Substitutability and the Laws of Comparative Statics: A Simultaneous Demand Shift,” Keio Economic Studies, 35(2), 1–7Google Scholar
(2003), “Walrasian General Equilibrium Allocations and Dynamics in Two-Sector Growth Models,” German Economic Review, 4(1), February, 53–87CrossRefGoogle Scholar
(1999), “Methodological Individualism and the Walrasian Tatonnement,” Journal of Economic and Social Research, 1(1), 5–33Google Scholar
Majumdar, Mukul and Tapan Mitra (1997), “Complexities of Concrete Walrasian Systems,” Issues in economic theory and public policy: Essays in honour of Professor Tapas Majumdar, 41–63, Oxford and New York: Oxford University Press, Delhi
(2003), “Core and Walrasian Equilibria When Agents' Characteristics Are Extremely Dispersed,” Economic Theory, 22(4), November, 699–725CrossRefGoogle Scholar
(1998), “A Leibenstein-Hobbes-Walras Model of Sharecropping,” Metroeconomica, 49(1), February, 62–96CrossRefGoogle Scholar
and (1998), “Axiomatizations of Neoclassical Concepts for Economies,” Journal of Mathematical Economics, 30(1), August, 87–108CrossRefGoogle Scholar
(1992), “Walras' Law and Nonoptimal Equilibria in Overlapping Generations Models,” Journal of Mathematical Economics, 21(4), 343–61CrossRefGoogle Scholar
(2004), “The Equilibrium Manifold Keeps the Memory of Individual Demand Functions,” Economic Theory, 24(3), October, 493–501CrossRefGoogle Scholar
(1989), “Equilibrium with a Qualitative Walras' Law,” Journal of Economic Theory, 47(1), February, 203–05CrossRefGoogle Scholar
Habibagahi, H. and J. Quirk (1989), “Hicksian Stability and Walras' Law,” in and (eds.), Sir John R. Hicks: Critical Assessments, 2, in Critical Assessments of Contemporary Economists, London and New York: Routledge, 249–61Google Scholar
(2001), “Statistical Dynamics and Walras' Law,” Journal of Economic Behavior and Organization, 46(1), September, 57–71CrossRefGoogle Scholar
Lange, Oskar R. (1942), “Say's Law: A Restatement and Criticism,” in , et al. (eds.), Studies in Mathematical Economics and Econometrics, Chicago: University of Chicago Press, 49–68Google Scholar
(1984), “Walras' Law and Clower's Inequality,” Australian Economic Papers, 23(42), June, 112–22CrossRefGoogle Scholar
and (1997), “Monetary Aspects of Walras's Law and the Stock-Flow Problem,” Atlantic Economic Journal, 25(1), March, 18–36CrossRefGoogle Scholar
and (1984), “The Core-Walras Equivalence,” Journal of Economic Theory, 33(1), June, 116–51CrossRefGoogle Scholar
and (1986), “Existence of Nonatomic Core-Walras Allocations,” Journal of Economic Theory, 38(1), February, 137–59CrossRefGoogle Scholar
and (2004), “El poder de veto de la gran coalición,” Investigaciónes Económicas, 28(3), September, 489–513Google Scholar
(2002), “Can We Identify Walrasian Allocations?,” Review of Economic Design, 7(1), June, 57–73CrossRefGoogle Scholar
(1991), “A Local Independence Condition for Characterization of Walrasian Allocations Rule,” Journal of Economic Theory, 54(1), June, 106–23CrossRefGoogle Scholar
(1992), “Walrasian Social Choice in a Large Economy,” Mathematical Social Sciences, 24(1), August, 73–78CrossRefGoogle Scholar
(1994), “A Necessary and Sufficient Condition for Walrasian Social Choice,” Journal of Economic Theory, 62(1), February, 186–208CrossRefGoogle Scholar
and (1995), “A Characterization of the Walras Rule,” Social Choice and Welfare, 12(4), October, 335–52CrossRefGoogle Scholar
, and (1996), “Axiomatic Characterizations of the Walras Correspondence for Generalized Economies,” Journal of Mathematical Economics, 25(3), April, 355–72CrossRefGoogle Scholar
Serrano, Roberto and Oscar Volij (1997), “Abstract Equilibria, Interactive Choice Sets and Walrasian Allocations,” Department of Economics Working Paper, April, Brown University
and (2000), “Walrasian Allocations without Price-Taking Behavior,” Journal of Economic Theory, 95(1), November, 79–106CrossRefGoogle Scholar
and (2000), “Acceptable and Walrasian Allocations,” Journal of Mathematical Economics, 34(3), November, 415–38CrossRefGoogle Scholar
(2000), “Feasible and Continuous Double Implementation of Constrained Walrasian Allocations,” Annals of Economics and Finance, 1(1), May, 19–32Google Scholar
(1984), “Walras Degrees and Probability of a Blocking Coalition at Pareto Allocations,” Journal of Mathematical Economics, 13(2), October, 105–21CrossRefGoogle Scholar
(1975), “The Graph of the Walras Correspondence,” Econometrica, 43(5–6), September–November, 907–12CrossRefGoogle Scholar
and (2000), “Some Consequences of the Unknottedness of the Walras Correspondence,” Journal of Mathematical Economics, 34(4), December, 537–45CrossRefGoogle Scholar
(1993), “The Graph of the Walras Correspondence: The Production Economies Case,” Journal of Mathematical Economics, 22(2), 139–47CrossRefGoogle Scholar
(2000), “Characterization of an Extended Walrasian Concept for Open Economies,” Journal of Mathematical Economics, 33(4), May, 449–61CrossRefGoogle Scholar
and (1997), “An Axiomatization of the Walras Correspondence in Infinite Dimensional Spaces,” International Economic Review, 38(4), November, 853–64CrossRefGoogle Scholar
, and (1999), “Characterizing Natural Implementability: The Fair and Walrasian Correspondences,” Games and Economic Behavior, 28(2), August, 271–93CrossRefGoogle Scholar
(1992), “Walras' Law and Nonoptimal Equilibria in Overlapping Generations Models,” Journal of Mathematical Economics, 21(4), 343–61CrossRefGoogle Scholar
(2004), “The Equilibrium Manifold Keeps the Memory of Individual Demand Functions,” Economic Theory, 24(3), October, 493–501CrossRefGoogle Scholar
(1989), “Equilibrium with a Qualitative Walras' Law,” Journal of Economic Theory, 47(1), February, 203–05CrossRefGoogle Scholar
Habibagahi, H. and J. Quirk (1989), “Hicksian Stability and Walras' Law,” in and (eds.), Sir John R. Hicks: Critical Assessments, 2, in Critical Assessments of Contemporary Economists, London and New York: Routledge, 249–61Google Scholar
(2001), “Statistical Dynamics and Walras' Law,” Journal of Economic Behavior and Organization, 46(1), September, 57–71CrossRefGoogle Scholar
Lange, Oskar R. (1942), “Say's Law: A Restatement and Criticism,” in , et al. (eds.), Studies in Mathematical Economics and Econometrics, Chicago: University of Chicago Press, 49–68Google Scholar
(1984), “Walras' Law and Clower's Inequality,” Australian Economic Papers, 23(42), June, 112–22CrossRefGoogle Scholar
and (1997), “Monetary Aspects of Walras's Law and the Stock-Flow Problem,” Atlantic Economic Journal, 25(1), March, 18–36CrossRefGoogle Scholar
and (1984), “The Core-Walras Equivalence,” Journal of Economic Theory, 33(1), June, 116–51CrossRefGoogle Scholar
and (1986), “Existence of Nonatomic Core-Walras Allocations,” Journal of Economic Theory, 38(1), February, 137–59CrossRefGoogle Scholar
and (2004), “El poder de veto de la gran coalición,” Investigaciónes Económicas, 28(3), September, 489–513Google Scholar
(2002), “Can We Identify Walrasian Allocations?,” Review of Economic Design, 7(1), June, 57–73CrossRefGoogle Scholar
(1991), “A Local Independence Condition for Characterization of Walrasian Allocations Rule,” Journal of Economic Theory, 54(1), June, 106–23CrossRefGoogle Scholar
(1992), “Walrasian Social Choice in a Large Economy,” Mathematical Social Sciences, 24(1), August, 73–78CrossRefGoogle Scholar
(1994), “A Necessary and Sufficient Condition for Walrasian Social Choice,” Journal of Economic Theory, 62(1), February, 186–208CrossRefGoogle Scholar
and (1995), “A Characterization of the Walras Rule,” Social Choice and Welfare, 12(4), October, 335–52CrossRefGoogle Scholar
, and (1996), “Axiomatic Characterizations of the Walras Correspondence for Generalized Economies,” Journal of Mathematical Economics, 25(3), April, 355–72CrossRefGoogle Scholar
Serrano, Roberto and Oscar Volij (1997), “Abstract Equilibria, Interactive Choice Sets and Walrasian Allocations,” Department of Economics Working Paper, April, Brown University
and (2000), “Walrasian Allocations without Price-Taking Behavior,” Journal of Economic Theory, 95(1), November, 79–106CrossRefGoogle Scholar
and (2000), “Acceptable and Walrasian Allocations,” Journal of Mathematical Economics, 34(3), November, 415–38CrossRefGoogle Scholar
(2000), “Feasible and Continuous Double Implementation of Constrained Walrasian Allocations,” Annals of Economics and Finance, 1(1), May, 19–32Google Scholar
(1984), “Walras Degrees and Probability of a Blocking Coalition at Pareto Allocations,” Journal of Mathematical Economics, 13(2), October, 105–21CrossRefGoogle Scholar
(1975), “The Graph of the Walras Correspondence,” Econometrica, 43(5–6), September–November, 907–12CrossRefGoogle Scholar
and (2000), “Some Consequences of the Unknottedness of the Walras Correspondence,” Journal of Mathematical Economics, 34(4), December, 537–45CrossRefGoogle Scholar
(1993), “The Graph of the Walras Correspondence: The Production Economies Case,” Journal of Mathematical Economics, 22(2), 139–47CrossRefGoogle Scholar
(2000), “Characterization of an Extended Walrasian Concept for Open Economies,” Journal of Mathematical Economics, 33(4), May, 449–61CrossRefGoogle Scholar
and (1997), “An Axiomatization of the Walras Correspondence in Infinite Dimensional Spaces,” International Economic Review, 38(4), November, 853–64CrossRefGoogle Scholar
, and (1999), “Characterizing Natural Implementability: The Fair and Walrasian Correspondences,” Games and Economic Behavior, 28(2), August, 271–93CrossRefGoogle Scholar
(2004), “Cournot versus Walras in Dynamic Oligopolies with Memory,” International Journal of Industrial Organization, 22(2), February, 193–217CrossRefGoogle Scholar
(1976), “The Disequilibrium Approach to Monopolistic Price Setting and General Monopolistic Equilibrium,” Review of Economic Studies, 43, February, 69–81CrossRefGoogle Scholar
(1989), “Cournot-Walras and Locally Consistent Equilibria,” Journal of Economic Theory, 49(1), October, 10–32CrossRefGoogle Scholar
and (1991), “Informative Advertising and Competition: A Noncooperative Approach,” International Economic Review, 32(2), May, 321–39CrossRefGoogle Scholar
(1994), “Cournot-Walras Equilibrium: A Reconsideration,” Economic Notes, 23(3), 388–401Google Scholar
(1995), “Cournot-Walras and Cournot Equilibria in Mixed Markets: A Comparison,” Economic Theory, 5(2), March, 361–70CrossRefGoogle Scholar
and (1993), “Cournot-Walras Equilibria in Markets with a Continuum of Traders,” Economic Theory, 3(3), July, 453–64CrossRefGoogle Scholar
and (2002), “Intertemporal Cournot and Walras Equilibria: An Illustration,” International Economic Review, 43(1), February, 137–53CrossRefGoogle Scholar
, , and (1997), “General Equilibrium Concepts under Imperfect Competition: A Cournotian Approach,” Journal of Economic Theory, 73(1), March, 199–230CrossRefGoogle Scholar
(2003), “A Naive but Optimal Route to Walrasian Behavior in Oligopolies,” Journal of Economic Behavior and Organization, 52(4), December, 553–71CrossRefGoogle Scholar
Kaas, Leo and Paul Madden (2000), “Imperfectly Competitive Cycles with Keynesian and Walrasian Features,” Institute for Advanced Studies, Vienna, Working paper, Economics Series, no. 83
(2001), “Cournot-Walras Equilibrium without Profit Feedback,” Economics Bulletin, 4(9), 1–8Google Scholar
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(1997–1998), “Equilibrium in a Market with Intermediation Is Walrasian,” Review of Economic Design, 3(1), 75–89CrossRefGoogle Scholar
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(2004), “Professional Team Sports Are Only a Game: The Walrasian Fixed-Supply Conjecture Model, Contest-Nash Equilibrium, and the Invariance Principle,” Journal of Sports Economics, 5(2), May, 111–26CrossRefGoogle Scholar
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(1976), “The Disequilibrium Approach to Monopolistic Price Setting and General Monopolistic Equilibrium,” Review of Economic Studies, 43, February, 69–81CrossRefGoogle Scholar
(1989), “Cournot-Walras and Locally Consistent Equilibria,” Journal of Economic Theory, 49(1), October, 10–32CrossRefGoogle Scholar
and (1991), “Informative Advertising and Competition: A Noncooperative Approach,” International Economic Review, 32(2), May, 321–39CrossRefGoogle Scholar
(1994), “Cournot-Walras Equilibrium: A Reconsideration,” Economic Notes, 23(3), 388–401Google Scholar
(1995), “Cournot-Walras and Cournot Equilibria in Mixed Markets: A Comparison,” Economic Theory, 5(2), March, 361–70CrossRefGoogle Scholar
and (1993), “Cournot-Walras Equilibria in Markets with a Continuum of Traders,” Economic Theory, 3(3), July, 453–64CrossRefGoogle Scholar
and (2002), “Intertemporal Cournot and Walras Equilibria: An Illustration,” International Economic Review, 43(1), February, 137–53CrossRefGoogle Scholar
, , and (1997), “General Equilibrium Concepts under Imperfect Competition: A Cournotian Approach,” Journal of Economic Theory, 73(1), March, 199–230CrossRefGoogle Scholar
(2003), “A Naive but Optimal Route to Walrasian Behavior in Oligopolies,” Journal of Economic Behavior and Organization, 52(4), December, 553–71CrossRefGoogle Scholar
Kaas, Leo and Paul Madden (2000), “Imperfectly Competitive Cycles with Keynesian and Walrasian Features,” Institute for Advanced Studies, Vienna, Working paper, Economics Series, no. 83
(2001), “Cournot-Walras Equilibrium without Profit Feedback,” Economics Bulletin, 4(9), 1–8Google Scholar
and (1996), “The Cournot-Walras Arbitrage, Resource Consuming Exchange, and Competitive Equilibrium,” in Dynamic Economic Theory, Cambridge, New York, Melbourne: Cambridge University Press, 270–84CrossRefGoogle Scholar
Novshek, William and Hugo Sonnenschein (1978), “Cournot and Walras Equilibrium,” Journal of Economic Theory, 19(2), December, 223–66, in Andrew F. Daughety (ed.) Cournot Oligopoly: Characterization and Applications, Cambridge; New York, and Melbourne: Cambridge University Press, 271–316CrossRef
Robert, Jacques (1994), “In the Cournot-Walras General Equilibrium Model, There May Be ‘More to Gain’ by Changing the Numeraire Than by Eliminating Imperfections: A Two-Good Economy Example: Comment,” in and (eds.), Applied General Equilibrium and Economic Development: Present Achievements and Future Trends, Ann Arbor: University of Michigan Press, 225–31CrossRefGoogle Scholar
(2000), “The Evolution of Walrasian Behavior in Oligopolies,” Journal of Mathematical Economics, 33(1), February, 35–55CrossRefGoogle Scholar
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