Menshikov Yu.L., "Adequate Mathematical Models in Algebraic Form," International Journal of Computational and Applied Mathematics & Computer Science, vol. 1, pp. 59-64, 2021, DOI:
Menshikov Yu.L.. Adequate Mathematical Models in Algebraic Form.
International Journal of Computational and Applied Mathematics & Computer Science. 2021;1:59-64.
International Journal of Computational and Applied Mathematics & Computer Science
E-ISSN: 2769-2477
Volume 1, 2021
Adequate Mathematical Models in Algebraic Form
Author:
Abstract: The paper studies the possibilities of mathematical models of cyclic processes in algebraic form for forecasting purposes. It is shown that such mathematical models can be used for reliable prediction only in a small local neighborhood of the initial data which are necessary for the synthesis of mathematical model. Outside of this area the forecast is not stable and additional conditions is needed. These conditions can be obtained from the physical laws of the studied processes or from additional requirements of specialists.
Pages: 59-64 DOI: *As the DOI is a unique identifier, it is already available in the pdf version.
**The DOI link will be activated in the first midst of January 2026.
WSEAS Transactions on International Journal of Computational and Applied Mathematics & Computer Science, E-ISSN: 2769-2477, Volume 1, 2021, Art. #8
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