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ON CONTRACTUAL APPROACH IN PRODUCTION ECONOMIES OF ARROW–DEBREU–MCKENZIE TYPE
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ON CONTRACTUAL APPROACH IN PRODUCTION ECONOMIES OF ARROW–DEBREU–MCKENZIE TYPE
Annotation
PII
S042473880000616-6-1
Publication type
Article
Status
Published
Authors
Valery Marakulin 
Edition
Volume 50 Issue 1
Pages
61-79
Abstract

The paper applies and elaborates contractual approach to study economies with convex and nonconvex production aggregate. The notions and terms of barter contractual approach developed in (Marakulin, 2003, 2011) for exchange economies are now modified and extended to the production economy; known earlier notions adopted: web of contracts, domination via coalitions among webs, partial breaking of contracts and so on. A new notion of marginal contractual allocation is introduced for the model with non-convex production. Then it is applied to describe marginal cost pricing (MCP) equilibrium, the notion used in non-convex case instead of Walrasian equilibrium. Main results are presented in theorems on equivalence of equilibria and specific (proper, fuzzy, marginal) contractual allocation, implemented via web of contacts stable relative to a partial break. An equivalence between marginal contractual allocation and MCP-equilibrium can be considered its theoretical foundation for non-convex economies. The paper presents and develops specific universal form of perfect competition implemented via contractual approach.

Keywords
competitive equilibrium, MCP-equilibrium, core, contract, contractual approach, production economy, non-convex production
Date of publication
01.01.2014
Number of purchasers
1
Views
755
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0.0 (0 votes)
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Aliprantis K., Braun D., Berkensho O. (1995). Suschestvovanie i optimal'nost' konkurentnogo ravnovesiya. M.: Mir.


Kozyrev A.N. (1981). Ustojchivye sistemy dogovorov v ehkonomike chistogo obmena // Optimizatsiya. Vyp. 29 (44). Novosibirsk: Izd-vo IM SO AN SSSR.


Kozyrev A.N. (1982). Dogovornye i vpolne dogovornye sostoyaniya v abstraktnoj ehkonomike. Preprint № 7. Novosibirsk: Institut matematiki SO AN SSSR.


Makarov V.L. (1980). O ponyatii dogovora v abstraktnoj ehkonomike // Optimizatsiya. Vyp. 24 (41). Novosibirsk: Izd-vo IM SO AN SSSR.


Makarov V.L. (1982). Ehkonomicheskoe ravnovesie: suschestvovanie i ehkstremal'nye svojstva. Sb.: “Itogi nauki i tekhniki: Sovremennye problemy matematiki”. T. 19. M.: VINITI AN SSSR.


Marakulin V.M. (2002). Kontrakty i dominirovanie v konkurentnoj ehkonomike I. Model' dogovornoj ehkonomiki i standartnyj rynok. Preprint № 90. Novosibirsk: Institut matematiki SO RAN.


Marakulin V.M. (2003). Dogovory i koalitsionnoe dominirovanie v nepolnykh rynkakh. [Ehlektronnyj resurs] // Konsortsium ehkonomicheskikh issledovanij i obrazovaniya. Seriya “Nauchnye doklady”. № 02/04. Rezhim dostupa: http: //eerc.ru:8088/details/people.aspx?id=6959&m=3, svobodnyj. Zagl. s ehkrana. Yaz. rus. (data obrascheniya: maj 2013 g.).


Marakulin V.M. (2011). Kontrakty i dominirovanie v modelyakh konkurentnoj ehkonomiki // Zhurnal Novoj ehkonomicheskoj assotsiatsii. № 9.


Marakulin V.M. (2012). Abstraktnyj ravnovesnyj analiz matematicheskikh modelej ehkonomiki. Novosibirsk: Izd-vo SO RAN.


Polterovich V.M. (1970). Matematicheskie modeli pereraspredeleniya resursov. M.: TsEhMI RAN.


Arrow K., Debreu G. (1954). Existence of an Equilibrium for a Competitive Economy // Econometrica. Vol. 22. No. 3.


Beato P., Mas-Colell A. (1985). On Marginal Cost Pricing with Given Tax-Subsidy Rules // Journal of Economic Theory . Vol. 37.


Bonnisseau J.M., Cornet B. (1988). Existence of Equilibria when Firms Follow Bonded Losses Pricing Rules // Journal of Mathematical Economics. Vol. 17.


Bonnisseau J.M., Cornet B. (1990). Existence of Marginal Cost Pricing Equilibria in Economies with Several Nonconvex Firms // Econometrica. Vol. 58.


Brown D.J. (1991). Equilibrium Analysis with Non-Convex Technologies. In: “Handbook of mathematical economics” Hildenbrand W., Sonneshein H. (eds.). Vol. 4.


Florenzano M. (1989). On the Non-Emptiness of the Core of a Coalitional Production Economy without Ordered Preferences // Journal of Mathematical Analysis and Applications. Vol. 141.


Florenzano M. (1990). Edgeworth Equilibria, Fuzzy Core and Equilibria of a Production Economy without Ordered Preferences // Journal of Mathematical Analysis and Applications. Vol. 153.


Mantel R. (1979). Equilibrio con rendimiento crecientes a escala // Anales de la Asociation Argentine de Economia Politica. Vol. 1.


Marakulin V.M. (2013). On the Edgeworth Conjecture for Production Economies with Public Goods: A ContractBased Approach // Journal of Mathematical Economics. Vol. 49. No. 3.


Mas-Colell A., Whinston M.D., Green J.R. (1995). Microeconomic Theory. N.Y., Oxford: Oxford University Press.


McKenzie L.W. (1954). On Equilibrium in Graham’s Model of World Trade and other Competitive Systems // Econometrica. Vol. 22. No. 2.

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