Parametrical regulation methods of the market economy mechanisms

• Autorzy: Ashimov A. A. , Borovskiy Y. V. , Ashimov A. A.
• Języki publikacji: EN

Abstrakty

EN

The tasks of parametrical regulation of mechanisms of market economy are considered on the basis of two mathematical models of economic systems. The models are described using the systems of the differential and algebraic equations, which can be reduced to systems of the differential equations. The solution and research of systems was carried out using a method of Runge-Kulta. An approach to the choice of effective algorithms in environment of a given set of the laws of regulation as statement and decision of separate extreme tasks at a level one, two and three regulable economic parameters is offered.

Słowa kluczowe

EN

game theory; economic cybernetic; market economy; credit rates; parametrical regulation; variational problem; government spending

• Wydawca: Oficyna Wydawnicza Politechniki Wrocławskiej
• Czasopismo: Systems Science
• Rocznik: 2005
• Tom: Vol. 31, no 1
• Strony: 89--103
• Opis fizyczny: Bibliogr. 15 poz.

Twórcy

autor

Ashimov A. A.

• Institute of Informatics and Control Problems, Pushkin str., 125, Almaty, 480100, Republic of Kazakhstan

autor

Borovskiy Y. V.

• Institute of Informatics and Control Problems, Pushkin str., 125, Almaty, 480100, Republic of Kazakhstan

autor

Ashimov A. A.

• Institute of Informatics and Control Problems, Pushkin str., 125, Almaty, 480100, Republic of Kazakhstan

Bibliografia

• [1] McConnell K. R., Brue S. L., Economics. Principles, problems and policies. Vol. 1, 2, McGraw-Hill Publishing Company, 1990.
• [2] State regulation of market economy, (ed.) Stolyarov I.I., Business, 2001, Moscow, (in Russian).
• [3] Chernik D. G., Morozov V. P. et al.. Introduction in economical-mathematical models of the taxation, Finance and Statistics, Moscow, 2001, (in Russian).
• [4] Belenkaya O. I., The analysis of influence of tools of credit-monetary policy of bank of Russia on parameters of the real investments, www.optim.ru/fin/200I/2/rbelenkaya/rbelenkaya/asp, (in Russian).
• [5] Bank business. Reference textbook, (ed.) Babicheva Y. A., Economy, Moscow, 1994, (in Russian).
• [6] Mishkin F., The economical theory of money, bank business and financial markets, Moscow 1999, (in Russian).
• [7] Petrov A. A., Pospelov I. g., Shananin a. a., Experience of mathematical imitation of economy. Energyatompubl, Moscow 1996, (in Russian).
• [8] Loskutov A. Y., Chaos and control of dynamic systems. Nonlinear Dynamics and Regulation, Issue 1, Moscow, Phismathlit, 2001, 163-216, (in Russian).
• [9] Andrievskiy B. R., Fradkov A. L, Control of chaos: methods and appendices. Automatics and Telemechanics, No. 5, 2003, 3-45; Automatics and Telemechanics, No. 4, 2004, 3-34, (in Russian).
• [10] Lorenz H. W., Nonlinear Dynamical Equations and Chaotic Economy, Springer, Berlin, 1997.
• [11] Yanovskiy L. P.. Monitoring of chaos in models of economic growth. Economy and Mathematical Methods, Vol. 38, No. 1, 2002, 16-23, (in Russian).
• [12] Orr E., Gregori C., Yorke J., Controling chaos, Phys. Rev. Lett., Vol. 64(11), 1990, 1196-1199.
• [13] Brief statistical yearbook of Kazakhstan, Almaty, 2002, (in Russian).
• [14] Holodnuyk M., Klich A., Kubichek M. et al.. Methods of the analysis of nonlinear dynamic models, World, Moscow 1997, (in Russian).
• [15] Collection of the statistical data, Almaty, Statecomstat, 1998, (in Russian).