BSU Bulletin. Mathematics, Informatics
Bibliographic description:
, MODELING AND OPTIMIZATION FOR INTER-BRANCH ECONOMY OF THE REGION // BSU Bulletin. Mathematics, Informatics. - 2021. №3. . - С. 14-27.
Title:
MODELING AND OPTIMIZATION FOR INTER-BRANCH ECONOMY OF THE REGION
Financing:
Работа выполнена при финансовой поддержке РФФИ, проект 18-41-030005_р-а, и Бурятского госуниверситета, проект 2021 г.
Codes:
Annotation:
The model of optimization of the inter-branch economy of the region formed based on the dynamic inter-branch model of Leontiev is considered. The opti- mization problem with the criterion of maximizing the household consumption vector is reduced to a discrete optimal control problem based on a discrete dynamic model. The resulting discrete optimization problem is considered as a linear programming problem for the vector of industry gross outputs in the region. The developed optimiza- tion technique is tested on real data for three large sectors of the economy of the Re- public of Buryatia. As a result of solving the linear programming problem by the sim- plex method, the effectiveness of the proposed optimization technique as a means of solving complex problems of optimal control with phase constraints arising in the sim- ulation of inter-branch balance is shown.
Keywords:
inter-branch balance model; optimal control problem; linear program- ming problem; optimization method.
List of references:
Article.pdf