Yves Armos Andre Balasko

Possui graduação em Matematica - Ecole Normale Superieure de Paris (1968) e doutorado em Economia Matematica - Universite de Paris IX (Paris-Dauphine) (1976). É Professor Emérito da University of York. Especializado em Economia Matemática e Equilíbrio Geral.

Informações coletadas do Lattes em 10/11/2022

Acadêmico

Formação acadêmica

Doutorado em Economia Matematica

1972 - 1976

Université Paris-Dauphine - Paris IX
Título: Economic equilibrium from the differential point of view
Orientador: Thesis Committee: Rene Thom (chairman), Ivar Ekeland, ...
Coorientador: (cont.)George Poitou, Alain Bensoussan, Jean-Claude Milleron. Palavras-chave: diferencial; equilibrio geral.Grande área: Ciências Exatas e da Terra

Especialização em Matematica

1965 - 1968

Ecole Normale Supérieure Paris, ENS/Paris
Título: Pure mathematics, Algebra and Algebraic Geometry

Graduação em Matematica

1964 - 1968

Ecole Normale Supérieure Paris, ENS/Paris

Idiomas

Bandeira representando o idioma Inglês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Bandeira representando o idioma Francês

Compreende Bem, Fala Bem, Lê Bem, Escreve Bem.

Áreas de atuação

Grande área: Ciências Sociais Aplicadas / Área: Economia / Subárea: Métodos Quantitativos em Economia/Especialidade: Economia Matemática.

Produções bibliográficas

  • BALASKO, YVES ; TOURINHO, OCTAVIO . Further evidence on the law of factor proportionality in multiple households closed CGE models. Applied Economic Letters , v. 24, p. 831-836, 2016.

  • BALASKO, YVES . Wealth concerns and equilibrium. JOURNAL OF MATHEMATICAL ECONOMICS , v. 59, p. 92-101, 2015.

  • BALASKO, YVES ; TOURINHO, OCTAVIO . Factor proportionality in multiple households closed CGE models: theory and illustrations. Economic Theory Bulletin , v. 2, p. 119-136, 2014.

  • BALASKO, YVES . The transfer problem: A complete characterization. Theoretical Economics , v. 9, p. 435-444, 2014.

  • BALASKO, YVES . On the stability of nonsunspot equilibria. Journal of Economic Theory (Print) , v. 147, p. 526-544, 2012.

  • BALASKO, YVES . On the number of critical equilibria separating two equilibria. Theoretical Economics , v. 7, p. 163-181, 2012.

  • BALASKO, YVES ; GEANAKOPLOS, JOHN . Introduction to general equilibrium. Journal of Economic Theory (Print) , v. 147, p. 400-406, 2012.

  • BALASKO, YVES ; TVEDE, MICH . General equilibrium without utility functions: how far to go?. Economic Theory , v. 45, p. 201-225, 2010.

  • BALASKO, YVES ; TVEDE, MICH . Individual preference rankings compatible with prices, income distributions and total resources. Economic Theory , v. 45, p. 497-513, 2010.

  • BALASKO, YVES ; TVEDE, MICH . The geometry of finite equilibrium datasets. Journal of Mathematical Economics (Print) , v. 45, p. 391-396, 2009.

  • BALASKO, YVES . On the satisfaction of peak demand in the certainty case. Journal of Mathematical Economics (Print) , v. 44, p. 569-574, 2008.

  • BALASKO, YVES . Out-of-equilibrium price dynamics. Economic Theory , v. 33, p. 413-435, 2007.

  • BALASKO, YVES . The equilibrium manifold keeps the memory of individual demand functions. Economic Theory , v. 24, p. 493-501, 2004.

  • BALASKO, Y . Economies with price-dependent preferences. Journal of Economic Theory (Print) , v. 109, p. 333-359, 2003.

  • BALASKO, YVES . Temporary financial equilibrium. Economic Theory , v. 21, p. 1-18, 2003.

  • BALASKO, YVES . Markets for Composite Goods. Journal of Economic Theory (Print) , v. 88, p. 310-339, 1999.

  • BALASKO, YVES ; CRÈS, HERVÉ . Condorcet cycles in bipartite populations. Economic Theory , v. 12, p. 313-334, 1998.

  • BALASKO, YVES ; LANG, CHRISTINE . Manifolds of golden rule and balanced steady state equilibria. Economic Theory , v. 11, p. 317-330, 1998.

  • BALASKO, YVES . The natural projection approach to the infinite-horizon model. Journal of Mathematical Economics (Print) , v. 27, p. 251-263, 1997.

  • BALASKO, YVES . Equilibrium analysis of the infinite horizon model with smooth discounted utility functions. Journal of Economic Dynamics & Control , v. 21, p. 783-829, 1997.

  • BALASKO, YVES . Pareto optima, welfare weights, and smooth equilibrium analysis. Journal of Economic Dynamics & Control , v. 21, p. 473-503, 1997.

  • BALASKO, YVES ; CRÈS, HERVÉ . The Probability of Condorcet Cycles and Super Majority Rules. Journal of Economic Theory (Print) , v. 75, p. 237-270, 1997.

  • BALASKO, YVES ; ROYER, DANIEL . Stability of Competitive Equilibrium with Respect to Recursive and Learning Processes. Journal of Economic Theory (Print) , v. 68, p. 319-348, 1996.

  • BALASKO, YVES ; GHIGLINO, CHRISTIAN . On the Existence of Endogenous Cycles. Journal of Economic Theory (Print) , v. 67, p. 566-577, 1995.

  • BALASKO, YVES . Economies with a Unique Equilibrium: A Simple Proof of Arc-connectedness in the Two-Agent Case. Journal of Economic Theory (Print) , v. 67, p. 556-565, 1995.

  • BALASKO, YVES ; CASS, DAVID ; SHELL, KARL . Market Participation and Sunspot Equilibria. Review of Economic Studies , v. 62, p. 491, 1995.

  • BALASKO, YVES . The expectational stability of Walrasian equilibria. Journal of Mathematical Economics (Print) , v. 23, p. 179-203, 1994.

  • BALASKO, YVES . The set of regular equilibria. Journal of Economic Theory (Print) , v. 58, p. 1-8, 1992.

  • BALASKO, YVES . Equivariant general equilibrium theory. Journal of Economic Theory (Print) , v. 52, p. 18-44, 1990.

  • BALASKO, YVES ; CASS, DAVID ; SICONOLFI, PAOLO . The structure of financial equilibrium with exogenous yields. Journal of Mathematical Economics (Print) , v. 19, p. 195-216, 1990.

  • BALASKO, YVES ; CASS, DAVID . The Structure of Financial Equilibrium with Exogenous Yields: The Case of Incomplete Markets. Econometrica (Chicago) , v. 57, p. 135, 1989.

  • BALASKO, Y . Extrinsic uncertainty revisited. Journal of Economic Theory (Print) , v. 31, p. 203-210, 1983.

  • BALASKO, YVES . Equilibria and efficiency in the fixprice setting. Journal of Economic Theory (Print) , v. 28, p. 113-127, 1982.

  • BALASKO, YVES . Budget-constrained pareto efficient allocations: A dynamic story. Journal of Economic Theory (Print) , v. 27, p. 239-242, 1982.

  • BALASKO, YVES ; SHELL, KARL . The overlapping-generations model. III. The case of log-linear utility functions. Journal of Economic Theory (Print) , v. 24, p. 143-152, 1981.

  • BALASKO, YVES ; SHELL, KARL . The overlapping-generations model. II. The case of pure exchange with money. Journal of Economic Theory (Print) , v. 24, p. 112-142, 1981.

  • BALASKO, YVES ; CASS, DAVID ; SHELL, KARL . Existence of competitive equilibrium in a general overlapping-generations model. Journal of Economic Theory (Print) , v. 23, p. 307-322, 1980.

  • BALASKO, YVES ; SHELL, KARL . The overlapping-generations model, I: The case of pure exchange without money. Journal of Economic Theory (Print) , v. 23, p. 281-306, 1980.

  • BALASKO, YVES . Number and definiteness of economic equilibria. Journal of Mathematical Economics (Print) , v. 7, p. 215-225, 1980.

  • BALASKO, YVES . Budget-constrained Pareto-efficient allocations. Journal of Economic Theory (Print) , v. 21, p. 359-379, 1979.

  • BALASKO, Y . A geometric approach to equilibrium analysis. Journal of Mathematical Economics (Print) , v. 6, p. 217-228, 1979.

  • BALASKO, YVES . Economies with a finite but large number of equilibria. Journal of Mathematical Economics (Print) , v. 6, p. 145-147, 1979.

  • BALASKO, YVES . Equilibrium analysis and envelope theory. Journal of Mathematical Economics (Print) , v. 5, p. 153-172, 1978.

  • BALASKO, YVES . The behavior of economic equilibria: A catastrophe theory approach. Behavioral Science , v. 23, p. 375-382, 1978.

  • BALASKO, YVES . Some results on uniqueness and on stability of equilibrium in general equilibrium theory. Journal of Mathematical Economics (Print) , v. 2, p. 95-118, 1975.

  • BALASKO, YVES . General Equilibrium. 1. ed. Newcastle upon Tyne: Agenda Publishing, 2019. v. 1. 240p .

  • BALASKO, YVES . Foundations of the Theory of General Equilibrium. 2. ed. Singapore: World Scientific, 2016. v. 1. 280p .

  • BALASKO, Y. . The General Equilibrium Theory of Value. 1. ed. Princeton, USA: Princeton University Press, 2011. v. 1. 192p .

  • BALASKO, Y. . The Equilibrium Manifold. 1. ed. Cambridge: MIT Press, 2009. v. 1.

  • BALASKO, Y. . Foundations of the Theory of General Equilibrium. Boston: Academic Press, 1988. v. 1. 288p .

  • BALASKO, Y. . On the economic reforms in Eastern Europe: A theoretical viewpoint. In: M. Baldassarri; R. Mundell. (Org.). Building a New Europe: Eastern Europe?s Transition to a Market Economy. 1ed.New York, USA: St. Martins's Press, 1993, v. 2, p. 59-76.

  • BALASKO, Y. ; CASS, D. . Regular demand with several, general budget constraints. In: M. Majumdar; H.T. Warshow; R.I. Warshow. (Org.). Equilibrium and Dynamics. Essays in Honour of David Gale. 1ed.London: MacMillan, 1991, v. 1, p. 29-44.

  • BALASKO, Y. . The class of aggregate excess demand functions. In: W. Hildenbrand; A. Mas-Colell. (Org.). Contributions to Mathematical Economics. In Honor of G´ erard Debreu. 1ed.Amsterdam: North-Holland, 1986, v. 1, p. 47-56.

  • BALASKO, Y. ; SHELL, K. . Lump-sum taxes and transfers: Public debt in the overlappinggenerations model. In: W. Heller; R. Starr; D. Starrett. (Org.). Essays in Honor of Kenneth J. Arrow. Equilibrium Analysis. 1ed.Cambridge, USA: Cambridge University Press, 1986, v. 2, p. 121-153.

Projetos de pesquisa

  • 2012 - Atual

    The Theory of Computable Equilibrium Models (CGE), Descrição: Computable general equilibrium or CGE models are numerical implementations of the general equilibrium models that are based on real world data. A huge literature has been devoted to the study of the general equilibrium model since its formulation byWalras(1874). The existence of equilibrium (Arrow and Debreu 1954;McKenzie 1954) and the efficiency of equilibrium allocations (Arrow 1951a) are the best known properties of that model. Just after them, the multiplicity of equilibria stands out for its combination of theoretical interest with importance in applications. This explains the search for economically relevant conditions that imply the uniqueness and stability of equilibrium. The absence of multiple equilibria in the many CGE models has been noticed by sufficiently many economists to become a phenomenon in need of an explanation given the widespread occurrence of multiple equilibria in general equilibrium models of exchange and production economies. CGE models are different in several dimensions: (1) There are two kinds of goods (consumption goods and pure production factors, the latter being inputs to the production process without being arguments of consumers? utility functions); (2) Production sets have a somewhat elaborated geometry due to the absence of joint production (of consumption goods), fixed coefficient technologies for consumption goods used as inputs and substitutability between factor inputs; (3) Consumers are endowed only in factors; (4) Existence of governmental and foreign sectors. These differences suffice to require a fresh study of any question that goes beyond the existence and efficiency of equilibria. The goal of the current paper is to develop the theory of CGE models for an arbitrary number of goods, factors and households along the lines of the global approach through the equilibrium manifold and the natural projection, an approach that is particularly fitted for the identification of economies with multiple equilibria, as follows from Balasko(1975a, 2011).. , Situação: Em andamento; Natureza: Pesquisa. , Alunos envolvidos: Graduação: (0) / Especialização: (0) / Mestrado acadêmico: (0) / Mestrado profissional: (0) / Doutorado: (0) . , Integrantes: Yves Armos Andre Balasko - Coordenador / Octavio A. F. Tourinho - Integrante.

Histórico profissional

Endereço profissional

  • The University of York, Department of Economics and Related Studies. , Heslington Hall, Heslington, YO105DD - York, - Grã-Bretanha, Telefone: (01904) 323795, URL da Homepage:

Experiência profissional

2017 - Atual

The University of York, York

Vínculo: Vitalicio, Enquadramento Funcional: Emeritus Professor

2006 - 2017

The University of York, York

Vínculo: Celetista formal, Enquadramento Funcional: Full Professor, Carga horária: 40

2005 - 2006

Paris-Jourdan Sciences Economiques

Vínculo: Servidor Público, Enquadramento Funcional: Pesquisador, Carga horária: 40

2001 - 2004

Ecole des Ponts ParisTech

Vínculo: Servidor Público, Enquadramento Funcional: Pesquisador, Carga horária: 20

1978 - 2005

Universidade de Paris I, Panthéon-Sorbonne

Vínculo: Servidor Público, Enquadramento Funcional: Professor, Carga horária: 40

2000 - 2001

Carnegie-Mellon University

Vínculo: Professor vistante, Enquadramento Funcional: Professor, Carga horária: 40

1983 - 2000

Universite de Geneve

Vínculo: Celetista formal, Enquadramento Funcional: Professor, Carga horária: 40, Regime: Dedicação exclusiva.

1977 - 1979

University of Paris XII-Val-de-Marne

Vínculo: Servidor Público, Enquadramento Funcional: Professor, Carga horária: 40, Regime: Dedicação exclusiva.

1977 - 1982

CEPREMAP

Vínculo: Colaborador, Enquadramento Funcional: Pesquisador, Carga horária: 20

1968 - 1970

Centre National de la Recherche Scientifique

Vínculo: Bolsista recém-doutor, Enquadramento Funcional: Pesquisador, Carga horária: 40, Regime: Dedicação exclusiva.

1971 - 1977

Electricité de France:

Vínculo: Celetista formal, Enquadramento Funcional: Pesquisador, Carga horária: 40