007.51 Simulation model of migration processes in countries taking into account the level of education

Belotelov N. V. (Bauman Moscow State Technical University/Institution of Russian Academy of Sciences Dorodnicyn Computing Centre of RAS)

SIMULATION MODEL, MIGRATION PROCESS, ASSIMILATION PROCESS, EDUCATIONAL PROCESS


doi: 10.18698/2309-3684-2019-4-9199


The simulation model of population migration between countries, each of which has its own culture, is considered. The article describes the scheme of the educational process, which assumes the presence of two types of education – technical, which affects the economic well-being of the country and cultural, which affects the mobility of the population and the coefficients of tolerance of intercultural relations. The model takes into account the demographic process. The analysis of the conducted simulation experiments shows that the insufficient development of cultural education of the population, in the case of migration, can lead to social instability in the country.


Kapica S.P., Kurdyumov S.P., Malineckij G.G Sinergetika i prognozy budushchego [Synergetics and forecasts of the future]. Moscow, Nauka Publ., 1997, 285 p.
Vajdlih V. Sociodinamika: sistemnyj podhod k matematicheskomu modelirovaniyu v social'nyh naukah [Sociodynamics: a systematic approach to mathematical modeling in the social Sciences]. Moscow, Editorial URSS Publ., 2005, 480 с.
Dimitrienko Y.I., Dimitrienko O.Yu. Doklady AN — Proceedings of the Academy of Sciences, 2010, vol.435, no.4, pp.466–469.
Dimitrienko Y.I., Dimitrienko O.Yu. Matematicheskoe modelirovanie i chislennye metody — Mathematical Modeling and Computational Methods, 2016, no.1, pp.105–122.
Born N. Edinstvo znanij [Unity of knowledge]. Moscow, Nauka Publ., 1964, 451 p.
Belotelov N.V., Brodsky Yu.I., Pavlovskij Yu.N. Slozhnost'. Matematicheskoe modelirovanie. Gumanitarnyj analiz. [Complexity. Mathematical modeling. Humanitarian analysis]. Moscow, Librokom Publ., 2019, 320 p.
Pavlovskij Yu.N., Belotelov N.V., Brodsky Yu.I. Komp'yuternoe modelirovanie: uchebnoe posobie dlya vuzov. [Computer modeling: a textbook for universities.] Moscow, Fizmatkniga Publ., 2014, 348 p.
Belotelov N.V., Loginov F.V. Modelirovanie, dekompoziciya i optimizaciya slozhnyh dinamicheskih processov — Modeling, decomposition and optimization of complex dynamic processes, 2018, vol.33, no.1 (33), pp.183–190.
Brücker H., Elke J.J. Migration and Wage Setting: Reassessing the Labor Market Effects of Migration. Scandinavian Journal of Economics, 2011, № 113 (2), pp.286–317.
BrodskyYu.I. Tolerantnost' i neterpimost' s tochki zreniya sistemnoj dinamiki i issledovaniya operacij [Tolerance and intolerance from the point of view of system dynamics and operations research]. Moscow, VC RAS Publ., 2008, 53 p.
Brodsky Yu. I. Tolerantnost', neterpimost' identichnost': prostejshie matematicheskie modeli vzaimodejstviya kul'tur [Tolerance, intolerance identity: the latest mathematical models of interaction of cultures]. Saarbrücken, LAP LAMBERT Academic Publishing, 2011, 68 p.


Белотелов Н.В. Имитационная модель процессов миграции в странах с учетом уровня образования. Математическое моделирование и численные методы, 2019, № 4, с. 91–99.



Download article

Количество скачиваний: 438