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Modeling structural dynamics in macroeconomic analysis

Theory of Management
Modeling structural dynamics in macroeconomic analysis

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Аннотация

This article explores the computing capability of competitive models of structural dynamics in macroeconomics. These models are formalized by systems of ordinary differential equations or their differential analogues with a discretization step of the calculated range of 1 year. Both models represent a dynamic input-output balance. Theoretically, these models are always considered equal when used in the numerical analysis of transients. Two research objectives have been achieved. Firstly, the advantage has been proved for differential equations regarding to the accuracy of the forecast obtained. Secondly, the fundamental limitations of differential analogues are shown in solving many problems concerning sustainability, economic dynamics, economic growth and their management based on the calculating indicators of the own, that is, internal, dynamic properties of the economy as a system. Such properties are calculated for dynamic input-output balances mathematically real-closed by consumption. The discussed models can be applied in macroeconomic analysis either independently or as part of larger computing systems represented by equilibrium or other agent-based models.

Ключевые слова

Modeling, structural dynamics, input-output balance, differential equations, calculation errors, economic growth

Финансирование

The article was prepared with the financial support of the Russian Foundation for Basic Research. Grant № 20-010-00084А "Mathematical modeling of stability and macroeconomic dynamics".

Рекомендуемая ссылка

No items found. Modeling structural dynamics in macroeconomic analysis // Современные технологии управления. ISSN 2226-9339. — #2 (92). Номер статьи: 9221. Дата публикации: 02.08.2020. Режим доступа: https://sovman.ru/en/article/9221/

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Abstract

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Suggested citation

No items found. // Modern Management Technology. ISSN 2226-9339. — #2 (92). Art. #  9221. Date issued: 02.08.2020. Available at: https://sovman.ru/en/article/9221/

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