The use of mathematical methods for modeling the causes and consequences of Intellectual migration
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Дата
2025
Автори
Науковий керівник
Назва журналу
Номер ISSN
Назва тому
Видавець
КПІ ім. Ігоря Сікорського
Анотація
Intellectual migration has become a significant global phenomenon, profoundly influencing economic development, scientific research, and innovation processes. Over recent decades, this process has gained a global dimension, with both positive and negative consequences for the sending and receiving countries. This article explores the use of mathematical methods to analyze the causes and effects of intellectual migration. These methods help to understand the driving forces behind migration and their impact on various aspects of economic and social development. The migration of skilled professionals is driven by various economic, social, and cultural factors, including differences in income levels, career opportunities, educational quality, and political stability. In particular, intellectual migration in Ukraine has been exacerbated by the ongoing war with Russia, where individuals are not only seeking professional development but also safety and security. The article discusses the application of mathematical models, such as optimal choice models, differential equations, game theory, and network
models, to better understand and predict the dynamics of intellectual migration, as well as to design policies that can both retain talented individuals in their home countries and maximize the benefits for host countries.
Опис
Ключові слова
intellectual migration, mathematical models, brain drain, game theory, network models, migration policies, career opportunities, Ukraine migration
Бібліографічний опис
Karmadonova, T. The use of mathematical methods for modeling the causes and consequences of Intellectual migration / T. Karmadonova // X Міжнародна науково-практична конференція «Математика в сучасному технічному університеті» (20–21 лютого 2025 року, Київ) : тези доповідей. – Київ, 2025. – С. 213-216. – Бібліогр.: 6 назв.