ECONOMIC AND MATHEMATICAL METHODS OF SOLVING PROBLEMS OF SELECTING THE OPTIMAL VARIANT OF EFFECTIVE PLACEMENT OF PRODUCTION ENTERPRISES

Gulzat Zhusupbaeva; Maria Umarova; Aibegim Turdubaeva

ECONOMIC AND MATHEMATICAL METHODS OF SOLVING PROBLEMS OF SELECTING THE OPTIMAL VARIANT OF EFFECTIVE PLACEMENT OF PRODUCTION ENTERPRISES

G Gulzat Zhusupbaeva M Maria Umarova A Aibegim Turdubaeva

Received 12.07.2023

Revised 20.09.2023

Published 25.10.2023

Abstract

In the article the problem of location of production with convex functions of transport and production costs is formulated, and provides a method for solving the problem of production location in the case where the functions are convex and continuous. To solve the problem in this case, a method is used based on the linearization of convex functions included in the objective function. The use of this method made it possible to approximate the transport problem of linear programming. The method for solving the problem is demonstrated using a numerical example

Keywords

enterprises function optimal plan products problem of placement method of consecutive calculations approximate method

Suggested citation

Zhusupbaeva, G., Umarova, M., & Turdubaeva, A. (2023). ECONOMIC AND MATHEMATICAL METHODS OF SOLVING PROBLEMS OF SELECTING THE OPTIMAL VARIANT OF EFFECTIVE PLACEMENT OF PRODUCTION ENTERPRISES. Bulletin of the Kyrgyz National Agrarian University, 21(3), 140-145.

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