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ABOUT THE DYNAMICS OF FERHULST AND THE DYNAMICS OF CAPITAL GROWTH IN THE ECONOMY
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ABOUT THE DYNAMICS OF FERHULST AND THE DYNAMICS OF CAPITAL GROWTH IN THE ECONOMY
Annotation
PII
S042473880000616-6-1
Publication type
Article
Status
Published
Authors
V Tsar'kov 
Edition
Issue №3
Pages
92-97
Abstract
The author analysis the general model of capital reproduction. He got the equation of capital growth at the certain points in time, in proportion to the cycle of capital return in the process of its reproduction. He states that with the nonlinear profit capitalization function the dynamics of capital growth is equal to Ferhulst dynamics, describing the population growth in Nature. The author formulates the hypothesis of the fractal economy, where exponential growth of the capitalist economy may become cyclic and even chaotic considering the level of marginal efficiency of the reproduction process.
Date of publication
01.07.2008
Number of purchasers
2
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753
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Additional sources and materials

Pajtgen Kh.-O., Rikhter P.Kh. (1993): Krasota fraktalov. Obrazy kompleksnykh dinamicheskikh sistem. M.: Mir.
 Peters Eh.Eh. (2004): Fraktal'nyj analiz finansovykh rynkov: primenenie teorii khaosa v investitsiyakh i ehkonomike. M.: Internet)trejding.
 Tsar'kov V.A. (2004): Modelirovanie ehkonomicheskoj dinamiki predpriyatiya // Audit i finansovyj analiz. № 4.
 Tsar'kov V.A. (2007): Dinamicheskie modeli ehkonomiki. Teoriya i praktika ehkonomicheskoj dinamiki. M.: Ehkonomika.

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