Modeling the evolution of socio-economic systems using the methods of stability theory
Justification of the state socio-economic policy on the basis of its modeling, as a dynamic economic system, should take into account, along with income, the stratification by the level of income of the population. Obtaining a characteristic of the evolution of such a system and the tendencies of it...
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EDP Sciences
2021-01-01
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Online Access: | https://www.shs-conferences.org/articles/shsconf/pdf/2021/05/shsconf_sps2020_01038.pdf |
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doaj-2c99446a54d3407fb03894b567eaff692021-01-15T10:22:09ZengEDP SciencesSHS Web of Conferences2261-24242021-01-01940103810.1051/shsconf/20219401038shsconf_sps2020_01038Modeling the evolution of socio-economic systems using the methods of stability theoryRogachev A.F.Briskin E. S.0Kozlova L. E.1Melikhova E.V.2Volgograd State Technical UniversityVolgograd State Technical UniversityVolgograd State Agrarian UniversityJustification of the state socio-economic policy on the basis of its modeling, as a dynamic economic system, should take into account, along with income, the stratification by the level of income of the population. Obtaining a characteristic of the evolution of such a system and the tendencies of its stability is possible through a mathematical model, in particular, in the form of a set of differential equations (DE). Such equations allow us to describe the dynamics of the evolution of a simulated socio-economic system (SES) taking into account state protectionist or fiscal policies. The method of SES study by the method of phase portraits based on the constructed mathematical model is proposed. Using statistical data, parametric estimates of the consequences of the SES development policy pursued by the state were obtained. Based on the results of the model study, recommendations for adjusting the socio-economic policy are proposed.https://www.shs-conferences.org/articles/shsconf/pdf/2021/05/shsconf_sps2020_01038.pdf |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Rogachev A.F. Briskin E. S. Kozlova L. E. Melikhova E.V. |
spellingShingle |
Rogachev A.F. Briskin E. S. Kozlova L. E. Melikhova E.V. Modeling the evolution of socio-economic systems using the methods of stability theory SHS Web of Conferences |
author_facet |
Rogachev A.F. Briskin E. S. Kozlova L. E. Melikhova E.V. |
author_sort |
Rogachev A.F. |
title |
Modeling the evolution of socio-economic systems using the methods of stability theory |
title_short |
Modeling the evolution of socio-economic systems using the methods of stability theory |
title_full |
Modeling the evolution of socio-economic systems using the methods of stability theory |
title_fullStr |
Modeling the evolution of socio-economic systems using the methods of stability theory |
title_full_unstemmed |
Modeling the evolution of socio-economic systems using the methods of stability theory |
title_sort |
modeling the evolution of socio-economic systems using the methods of stability theory |
publisher |
EDP Sciences |
series |
SHS Web of Conferences |
issn |
2261-2424 |
publishDate |
2021-01-01 |
description |
Justification of the state socio-economic policy on the basis of its modeling, as a dynamic economic system, should take into account, along with income, the stratification by the level of income of the population. Obtaining a characteristic of the evolution of such a system and the tendencies of its stability is possible through a mathematical model, in particular, in the form of a set of differential equations (DE). Such equations allow us to describe the dynamics of the evolution of a simulated socio-economic system (SES) taking into account state protectionist or fiscal policies. The method of SES study by the method of phase portraits based on the constructed mathematical model is proposed. Using statistical data, parametric estimates of the consequences of the SES development policy pursued by the state were obtained. Based on the results of the model study, recommendations for adjusting the socio-economic policy are proposed. |
url |
https://www.shs-conferences.org/articles/shsconf/pdf/2021/05/shsconf_sps2020_01038.pdf |
work_keys_str_mv |
AT rogachevaf modelingtheevolutionofsocioeconomicsystemsusingthemethodsofstabilitytheory AT briskines modelingtheevolutionofsocioeconomicsystemsusingthemethodsofstabilitytheory AT kozlovale modelingtheevolutionofsocioeconomicsystemsusingthemethodsofstabilitytheory AT melikhovaev modelingtheevolutionofsocioeconomicsystemsusingthemethodsofstabilitytheory |
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