SOLUTION OF THE PROBLEM OF OPTIMAL DISTRIBUTION OF INVESTMENTS BY THE DYNAMIC PROGRAMMING METHOD

Authors

  • B. Y. Ashirbaev Kyrgyz-Russian Slavic University named after B. N. Yeltsin Author
  • Zh.A. Alymbaeva Kyrgyz State Technical University named after I.Razzakov Author
  • K. B. Zharmat Kyrgyz State Technical University named after I.Razzakov Author

Keywords:

distribution of investments, dynamic programming, functional equations, conditional optimization, unconditional optimization

Abstract

Optimization problems encountered in almost all branches of science and technology. In modern control theory, optimization methods are widely used, which form the basis of mathematical programming. The article considers a method of dynamic programming for solving one of the economic problems, namely, the problem of the distribution of investments, which solves the problem of finding optimal economic strategies and obtaining the maximum benefit from enterprises.

References

1. Беллман Р. Динамическое программирование / Р. Беллан; под редакцией Н.Н. Воробьева - Москва: Издательство иностранной литературы, 1960. - 549 с.

2. Лежнев А. В. Динамическое программирование в экономических задачах: учебное пособие / А. В. Лежнев. — 3-е изд. (эл.). — М.: БИНОМ. Лаборатория знаний, 2015. -179 с.

3. Окулов, С.М. Динамическое программирование / С.М. Окулов. - М.: Бином. Лаборатория знаний, 2018. - 136 c.

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Published

2026-03-21

Issue

Vol. 49 No. 3 (2022): СОВРЕМЕННЫЕ ПРОБЛЕМЫ МЕХАНИКИ

Section

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