A New Class of Dynamic Macrosystem Models with Self-Reproduction
1989 ◽
Vol 21
(6)
◽
pp. 739-751
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Keyword(s):
The Self
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The author considers a class of macrosystems where the relaxation time of the distribution process of elements is significantly less than the relaxation time of the self-reproduction process. The proposed model of such macrosystems defines the system of differential equations with nonlinearity generated by the solution of a mathematical programming problem with an entropy objective function. Methods for the structural analysis of this model are considered, and applications to demographic modelling, biological dynamics, and chemical kinetics are given.