Abstract
As is well known, the state implements one of its prime economic functions, namely, budgetary and fiscal policies, as well as monetary and credit policy, by way of normatively establishing such economic parameters as various tax rates, public expenses, discount rate, norm of reservation, credit rate, exchange rate, and others.
This is a preview of subscription content, log in via an institution to check access.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
References
Arnold VI (2002) Geometric methods in the theory of ordinary differential equations. MTsNMO, Moscow (in Russian)
Ashimov AA, Borovskiy YV, Novikov DA, Nizhagorodtsev RM, Sultanov BT (2010) Structural stability and parametric control by the example of the models of cyclic dynamics of macroeconomic systems. Problemi upravleniya 1:12–17 (in Russian)
Ashimov AA, Borovskiy YV, Sultanov BT, Iskakov NA, Ashimov AA (2009) Elements of the theory of parametric control of the evolution of the national economic system. Publishing House of Physical and Mathematical Literature, Moscow (in Russian)
Ashimov AA, Sagadiev KA, Borovskiy YV, Iskakov NA, Ashimov AA (27) On the theory of parametric control of the development of market economics. Upravlenie bol’shimi sistemami 17:3 (in Russian)
Ashimov AA, Sagadiev KA, Borovskiy YV, Iskakov NA, Ashimov AA (2008) The development and application of the theory of parametric control of the evolution of the economic system on the basis of some neoclassic model of optimal growth. Avtomatika i telemekhanika 8:113–119 (in Russian)
Bautin NN, Leontovich EA (1990) Methods and techniques for qualitative analysis of the dynamic systems on the plane. Nauka, Moscow (in Russian)
Belen’kaya OI Analysis of the influence of instruments of credit and monetary politics [of the Bank of Russia to the parameters of the real investment. www.optim.ru/fin/20012/rbelenkaya/asp. (in Russian)
Stolyarov II (ed) (2001) State regulation of market economics. Delo, Moscow (in Russian)
Hookenheimer J, Holmes F (2002) Nonlinear oscillations, dynamic systems and the bifurcations of vector fields. Institute of the Computer Research, Moscow (in Russian)
Kolemaev VA (2002) Mathematical economics. UNITY, Moscow
Koplyk IV et al (2009) Searching for the global extremum of a function specified by a simulation model. Vestnik SumGU, series “Technical sciences.” 2009, No 2. pp 105–112 (in Russian)
Kryukov RV (2005) Governmental regulation of national economics. Priorizdat, Moscow (in Russian)
Makarov VL, Bahtizin AR, Sulakshin SS (2007) The application of computable models in state administration. Nauchniy ekspert, Moscow, p 304 (in Russian)
Matrosov VM, Izmodenova-Matrosova KV (2005) Doctrine of noosphere, global modelling, and stable development. Akademiya, Moscow (in Russian)
Matrosov VM, Khrustalyov MM, Arnautov OV, Krotov VF (1993) On highly aggregated model of the development of Russia. Analysis of development instability on the basis of mathematical modelling. Preprints of the second international workshop, Moscow (in Russian)
Petrenko EI (2006) The development and realization of the algorithms for constructing the symbolic set. Differentsialniye uravneniya i processi upravleniya (electronic journal) 3: 55–96 (in Russian)
Petrov AA, Pospelov IG, Shananin AA (1996) The experience of the mathematical modelling of economics. Energoatomizdat, Moscow (in Russian)
Plotinskiy YuM (2001) Models of social processes. Logos, Moscow (in Russian)
Statistical indices of the development of the Russian economy (electronic resource): access mode http//stat.hsc.ru (in Russian)
Abdiev KS (ed) (2001–2009) The statistical yearbook of Kazakhstan. Statistical Agency of the Republic of Kazakhstan, Almaty (in Russian)
Chernik DG, Morozov VP et al (2001) An introduction to economic and mathematical models of taxation. Finansi i statistika, Moscow (in Russian)
Yanovskiy LP (2002) Controlling chaos in models of economic growth. Ekonomika i matematicheskie metody 38(1):16–23 (in Russian)
Ashimov AA, Sagadiyev КA, Borovskiy YV, Iskakov NA, Ashimov AA (2007) Elements of the market economy development parametrical regulation theory. In: Proceedings of the ninth IASTED international conference on control and applications, held May 30–June 1, 2007, Montreal, Quebec, Canada, pp 296–301
Ashimov AA, Sagadiyev КA, Borovskiy YV, Iskakov NA, Ashimov AA (2007) On the market economy development parametrical regulation theory. In: Proceedings of the 16th international conference on systems science, 4–6 September 2007, Wroclaw, Poland, pp 493–502
Ashimov AA, Sagadiyev КA, Borovskiy YV, Iskakov NA, Ashimov AA (2008) On the market economy development parametrical regulation theory, Kybernetes, The International Journal of Cybernetics, Systems and Management Sciences. UK, Bingley: Emerald, 2008. 37(5):623–636
CIA World Factbook. https://www.cia.gov/library/publications/the-world-factbook/index.html
Robinson C (1980) Structural stability on manifolds with boundary. J Diff Equations 37:1–11
Strongin RG, Sergeyev YD (2000) Global optimization with non-convex constraints: sequential and parallel algorithms. Kluwer, Dordrecht/Boston/London
Author information
Authors and Affiliations
Corresponding author
Rights and permissions
Copyright information
© 2012 Springer Science+Business Media, LLC
About this chapter
Cite this chapter
Ashimov, A.A. et al. (2012). Elements of Parametric Control Theory of Market Economic Development. In: Macroeconomic Analysis and Economic Policy Based on Parametric Control. Springer, New York, NY. https://doi.org/10.1007/978-1-4614-1153-6_1
Download citation
DOI: https://doi.org/10.1007/978-1-4614-1153-6_1
Published:
Publisher Name: Springer, New York, NY
Print ISBN: 978-1-4614-1152-9
Online ISBN: 978-1-4614-1153-6
eBook Packages: Business and EconomicsEconomics and Finance (R0)