Статьи

MATHEMATICAL MODELS FOR COORDINATION OF HUMAN CAPITAL AND INDICATORS OF SOCIO-ECONOMIC DEVELOPMENT OF THE REGION UNDER EPIDEMIOLOGICAL CONSTRAINTS

Received: 30.10.2023 Accepted: 03.11.2023 Published: 15.01.2023

DOI: 10.22394/1997-4469-2023-62-3-169-175

Full text

Abstract

The relevance of the topic. The formation of effective mechanisms for managing human capital, consistent with the needs and capabilities of the socio-economic system, is a prerequisite for achieving the goals of its socio-economic development. Goal. Development of models and mechanisms for the coordination of human capital and indicators of socio-economic development of the region in conditions of epidemiological restrictions. Methodology. The study was carried out on the basis of mathematical modeling methods within the updated version of the production function. Results and conclusions. The formal statement of the problem of coordination of human capital and indicators of socio-economic development of the region is given. The upper level of the task reflects the interests of regional authorities, and the lower level reflects the economic interests of economic entities. To concretize the tasks of the lower level, an optimization model has been developed that allows enterprises of each type of economic activity to calculate the values of economic indicators that can be achieved at a certain level of human capital development in the region. Scope of application. The sphere of development of socio-economic systems in conditions of epidemiological restrictions.

Keywords

Received: 30 October 2023 · Accepted: 3 November 2023

How to cite

Для цитирования:

Бондаренко Ю.В., Подвальный Е.С., Недикова Т.Н., и др. МАТЕМАТИЧЕСКИЕ МОДЕЛИ СОГЛАСОВАНИЯ ЧЕЛОВЕЧЕСКОГО КАПИТАЛА И ПОКАЗАТЕЛЕЙ СОЦИАЛЬНО-ЭКОНОМИЧЕСКОГО РАЗВИТИЯ РЕГИОНА В УСЛОВИЯХ ЭПИДЕМИОЛОГИЧЕСКИХ ОГРАНИЧЕНИЙ // Регион: системы, экономика, управление. 2023. Т. 1, № 3 (62). С. 169–175. https://doi.org/10.22394/1997-4469-2023-62-3-169-175

For citation:

Bondarenko Y.V., Podvalny  E., Nedikova  T., et al. MATHEMATICAL MODELS FOR COORDINATION OF HUMAN CAPITAL AND INDICATORS OF SOCIO-ECONOMIC DEVELOPMENT OF THE REGION UNDER EPIDEMIOLOGICAL CONSTRAINTS // Region: Systems, Economics, Management. 2023. Vol. 1, no. 3 (62). P. 169–175. https://doi.org/10.22394/1997-4469-2023-62-3-169-175

How to Cite

Bondarenko Y.V., Podvalny  E., Nedikova  T., et al. MATHEMATICAL MODELS FOR COORDINATION OF HUMAN CAPITAL AND INDICATORS OF SOCIO-ECONOMIC DEVELOPMENT OF THE REGION UNDER EPIDEMIOLOGICAL CONSTRAINTS // Region: Systems, Economics, Management. 2023. Vol. 1, no. 3 (62). P. 169–175. https://doi.org/10.22394/1997-4469-2023-62-3-169-175

References

  1. Матерн Н. А. Влияние локдауна на развитие предпринимательства в Новосибирской области / Н. А. Матерн, Е. Г. Першина // Сибирская финансовая школа. — 2021. — № 2 (147). — С. 32—36.
  2. Абрамчикова Н. В. Меры государственной поддержки малого и среднего бизнеса в условиях пандемии Covid-19 / Н. В. Абрамчикова // Региональная экономика. — 2021. — Т. 19. № 6 (489). — С. 1053—1068.
  3. Бурков В. Н. Согласованная оптимизация в расплывчатых условиях / В. Н. Бурков, В. Н. Кузнецов, В. А. Павлов // Теория активных систем : Тр. Междунар. научно-практич. конф. (17—19 ноября 2009 г., Москва, Россия), 2009. — Т. 1. — С. 55—58.
  4. Gorbaneva O. I. Static models of coordination of social and private interests in resource allocation / O. I. Gorbaneva, G. A. Ougolnitsky // Automation and Remote Control. — 2018. — V. 29. № 7. — С. 1319—1341.
  5. Bondarenko Yu. V. Aggregated multi-criteria model of enterprise management engineering, taking into account the social priorities of the region / Yu. V. Bondarenko, T. A. Sviridova, T. A. Averina // IOP Conference Series : Materials Science and Engineering. — Т. 537. — С. 042045 (doi:10.1088/1757-899X/537/4/042045).
  6. Bondarenko Yu. V. The task of coordinating social and economic indicators of the development of the region and the mathematical approach to its solution / Yu. V. Bondarenko, I. V. Goroshko, I. L. Kashirina // Journal of Physics: Conference series. — 2019. — Т. 1203. — С. 012037 (doi:10.1088/1742-6596/1203/1/012037).
  7. Интрилигатор М. Математические методы оптимизации и экономическая теория / М. Интрилигатор. — Москва : Айрис-пресс, 2002. — 576 с.
  8. Клейнер Г. Б. Производственные функции: Теория, методы, применение / Г. Б. Клейнер. — Москва : Книга по требованию, 2012. — 240 с.
  9. Romer P. Endogenous Technological Change / P. Romer // Journal of Political Economy. —1990. — 985 (2). — P. 71—102.
  10. Человеческий капитал как драйвер развития цифровой экономики региона: теоретические и инструментальные основы исследования : коллективная монография / под общ. ред. докт. геогр. наук Н. В. Яковенко. — Воронеж : Цифровая полиграфия, 2020. — 234 с.
  11. Matern N. A. The impact of lockdown on the development of entrepreneurship in the Novosibirsk region / N. A. Matern, E. G. Pershina // Siberian Financial School. — 2021. — № 2 (147). — Pp. 32—36.
  12. Abramchikova N. V. Measures of state support for small and medium-sized businesses in the context of the Covid-19 pandemic / N. V. Abramchikova // Regional economy. — 2021. — T. 19. № 6 (489). — Pp. 1053—1068.
  13. Burkov V. N. Coordinated optimization in vague conditions / V. N. Burkov, V. N. Kuznetsov, V. A. Pavlov // Theory of active systems: Tr. International scientific and practical. Conf. (November 17—19, 2009, Moscow, Russia), 2009. — Vol. 1. — Pp. 55—58.
  14. Gorbaneva O. I. Static models of coordination of social and private interests in resource allocation / O. I. Gorbaneva, G. A. Ougolnitsky // Automation and Remote Control. — 2018. — V. 29. No. 7. — Pp. 1319—1341.
  15. Bondarenko Yu. V. Aggregated multi-criteria model of enterprise management engineering, taking into account the social priorities of the region / Yu. V. Bondarenko, T. A. Sviridova, T. A. Averina // IOP Conference Series : Materials Science and Engineering. — Vol. 537. — P. 042045 (doi:10.1088/1757-899X/537/4/042045 ).
  16. Bondarenko Yu. V. The task of coordinating social and economic indicators of the development of the region and the mathematical approach to its solution / Yu. V. Bondarenko, I. V. Goroshko, I. L. Kashirina // Journal of Physics: Conference series. — 2019. — Vol. 1203. — P. 012037 (doi:10.1088/1742-6596/1203/1/012037).
  17. Intrigator M. Mathematical methods of optimization and conomic theory / M. Intrigator. — Moscow : Iris-press, 2002. — 576 p.
  18. Kleiner G. B. Production functions: Theory, methods, application / G. B. Kleiner. — Moscow : Book on Demand, 2012. — 240 p.
  19. Romer P. Endogenous Technological Change / P. Romer // Journal of Political Economy. — 1990. — 985 (2). — P. 71—102.
  20. Human capital as a driver of the development of the digital economy of the region: theoretical and instrumental foundations of research : collective monograph / under the general ed. doct. geogr.of Sciences N. V. Yakovenko. — Voronezh : Digital polygraphy, 2020. — 234 p.