In search of equilibrium state at the spatial dispersed markets with imperfect competition of a uniform product
Table of contents
Share
Metrics
In search of equilibrium state at the spatial dispersed markets with imperfect competition of a uniform product
Annotation
PII
S042473880000004-3-1
Publication type
Article
Status
Published
Authors
Aleksey Kovalenko 
Occupation: Associate Professor FSAUVO
Affiliation: Samara National Research University named after academician S.P. Koroleva
Address: Russian Federation, Samara
Pages
52-68
Abstract
The author analyzes the dispersed economic systems – dispersed markets. Subjects of these markets are producers, consumers and dealers of a uniform product. Goods from the producer reach consumers by means of a commodity – money exchanges. Models of the dispersed markets with the perfect competition are described as the systems of the nonlinear equations of the theory hydraulic networks. To create the models of the imperfect competition subjects at the markets are described as extreme tasks. Balance ratios of an exchange (balance condition) of the subjects are also described by extreme tasks. We receive the new network game – a theoretical task unknown earlier. It describes interaction of the subjects both in the local markets of knots of a network, and between the subjects of markets of various knots. Changing leaders of exchange at the local markets, we receive a full range of structures of interaction of the economic system subjects’ – from the markets of perfect competition to the markets of centralized management. Algorithms of search of equilibrium state are given for the structures in concern. Implementation of these the algorithms for the computer gives the tool to analyze the specific economic systems of the considered type.
Keywords
structures of the single-product spatial dispersed market, the imperfect competition of the dispersed markets, network tasks of the theory of games, models and methods of search of conditions of balance
Received
13.11.2018
Date of publication
14.11.2018
Number of purchasers
6
Views
612
Readers community rating
0.0 (0 votes)
Cite Download pdf 1 RUB / 0.0 SU

To download PDF you should sign in

1 Здесь будет онлайн-версия статьи. Благодарим за терпение!

References

1. Galperin V.M. Ignatyev S.M., Morgunov V.N. (2000). Microeconomics. General edition by Galperin V.M. Saint Petersburg: Economic school (in Russian).

2. Hachаturov V.R., Solomatin A.N., Zlotov A.V., Bobylev V.N., Veselovskii V.E., Kovalenko A.G., Kosachev Yu.V. et al. (2015). Planning and Design of Development of Oil and Gas Extraction Regions and Fields: Mathematical Models, Methods, Application. Khachaturov V.R. (ed.). M.: URSS: LENAND (in Russian).

3. Kleyner G.B. (2015). The State – the Region – Branch – the Enterprise: Framework of System Stability of Economy of Russia. Part 1. Economy of Region, 2, 50–58 (in Russian).

4. Kovalenko A.G. (1990). Elements of Convex Vector Programming. Kuibyshev: Kuibyshev state university (in Russian).

5. Kovalenko A.G. (1999). About Mathematical Modeling of the Dispersed Market. Economics and Mathematical Methods, 35, 3, 108–115 (in Russian).

6. Kovalenko A.G. (2001). Mathematical Models of Interindustry Balance in the Conditions of the Dispersed Market. Economics and Mathematical Methods, 37, 2, 92–106 (in Russian).

7. Kovalenko A.G. (2012). To a Question of Interrelation of the Dispersed Market Decentralized Multigrocery Spatial and the Centralized Management of this Economic System. Magazine of the economic theory, Russian Academy of Sciences, Office of social sciences, economy Section, 3, 148–154 (in Russian).

8. Kovalenko A.G. (2013). Mathematical Models and Methods of the Analysis of the Dispersed Markets. Development of mathematical models and methods of the theory of hydraulic networks, methods of optimization and multicriteria analysis. Saarbrücken: Palmarium Academic Publishing (in Russian).

9. Kovalenko A.G., Hachаturov V.R, Kalimoldayev M.N. (2012). Models of the Dispersed Market of the Imperfect Competition: Problems of their Development, Application in Management of Regional Economy. Problem of Informatics, 4, 18–23 (in Russian).

10. Makarov V.L. (1999). Computable Model of the Russian Economy (RUSEC). Preprint WP/99/069. Moscow: TSEMI RAS (in Russian).

11. Merenkow A.P., Khasilew W.Ya. (1985). Theory of Hydraulic Circuits. Moscow: Nauka (in Russian).

12. Nikaido H. (1972). Convex Structures and Economic Theory. The Institute of Social and Economic Research. Osaka University, Osaka, Japan. New York, London: Academic Press (in Russian).

13. Polterovich V.M. (1998). Crisis of the Economic Theory. Economic Science of Modern Russia, 1, 46–66 (in Russian).

14. Ponkin E.V., Manicheva A.S. (2010). Imitating Modeling of the Dispersed, Multiagent Market of Grain. The Bulletin of Novosibirsk State University, 2, 8, 54–64 (in Russian).

15. Tirole J. (1988). The Theory of Industrial Organization. Cambridge: MIT.

16. Vasin A.A. Vasina P.A. (2004). Markets and Auctions of Uniform Goods. Preprint. Moscow: NES (in Russian).