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Stochastic model of reconstruction of inclusive distribution, characterizing economic structure of the society

DOI 10.18127/j19998465-201808-07


M.E. Beglaryan – Ph.D.(Phys.-Math.), Associate Professor, Professor, Head of Department of the Humanities, Social and Scientific Studies, North Caucasus Branch of Russian State University of Justice (Krasnodar)

The aim of the given work was to form a self-organized model of nonlinear dynamic on the basis of the regarded algorithm, which would allow to discover the mechanism of reconstruction of inclusive distribution, characterizing economic structure of the society. The proposed stochastic model of reconstruction of inclusive distribution, characterizing economic structure of the society, specifies the conditions for reaching one or other economic structure of the society.
The factor of equal share, or in other words the principle of economic democracy, which is central to the understanding the essence and the investment attraction of financial economic mechanism, consists in the fact that for the first time there appears an opportunity to implement such investment policy, when benefits become principally safe for the national budget. Under such economic mathematical paradigm of the investment policy of the state, which is based only on the necessity and sufficiency of the fulfillment of equity conditions, gets immediately clear semantic content and mathematic appearance, so called balance equation, whose solution depending on the value of the basic parameters of the and given investment project determines the value of «safe» tax concessions, made available to the investor by the state.
These tax concessions are in fact safe for the national budget, because the given taxes liabilities and the investor’s losses are non-planned additional sources of into the national budget of the country.
This rule of equity is regarded as the basis algorithm, and on its fundament the economic mathematical model of the determination of the optimal amount of tax concessions for investment projects is formed, which provides for zero losses of expected digital tax receipt into the state budget.

  1. Glazunov V.N. Finansovy’j analiz i oczenka riska real’ny’x investiczij. M.: Finstatinform. 1997. 135 s.
  2. Kovalev V.V. Finansovy’j analiz. Upravlenie kapitalom. Vy’bor investiczij. Analiz otchetnosti. Izd. 2-e, pererab. i dop. M.: Finansy’ i statistika. 2000. 512 s.
  3. Malaxov V.P., Rusov V.D., Koval’chuk P.L. Ekonomіko-matematichnі osnovi efektivnoї іnvesticzіjnoї polіtiki derzhavi (na prikladі proektu vіl’noї ekonomіchnoї zoni «Adzhalik»). Odesa: Rezon. 2000. 342 s.
  4. Vorst I., Reventlou P. E’konomika firmy’. Uchebnik / Per. s datskogo. M.: Vy’sshaya shkola. 1994.
  5. Poston T. i Styuart I. Teoriya katastrof i ee prilozheniya. M.: Mir. 1980. 608 s.
  6. Gilmor R. Prikladnaya teoriya katastrof. T. 2. M.: Mir. 1984. 285 s.
  7. Shiryaev A.N. Osnovy’ stoxasticheskoj finansovoj matematiki. T. 1. Fakty’. Modeli. M.: FAZIS. 1998. 512 s.; T. 2. Teoriya. M.: FAZIS. 1998. 544 s.
  8. Xorstxemke V., Lefevr R. Induczirovanny’e shumom perexody’. Teoriya i primenenie v fizike, ximii i biologii. M.: Mir. 1987. 397 s.
  9. Chernavskij D.S., Starkov N.I., Shherbakov A.V. O problemax fizicheskoj e’konomiki // UFN. 2002. T. 172. S. 1045−1066.
  10. Chernavskij D.S. i dr. // Izvestiya VUZov. Prikladnaya nelinejnaya dinamika. 1996. T. 4(3). S. 67.
  11. Rodo Toke’j Eran Obzor trudovoj politiki v Yaponii. Na yaponskom yazy’ke. Tokio. 1988. S. 185.

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