MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING

Authors of article have formulated a problem of optimum control of the production capacity of the enterprise. The solution of this task is shown through the ratios expressing necessary conditions of a strong extremum for a nonclassical variation problem of optimum control. By means of the presented...

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Main Authors: L. Putyatina, N. Tarasova, Y. Bogatov
Format: Article
Language:English
Published: Publishing House of the State University of Management 2017-01-01
Series:Вестник университета
Subjects:
Online Access:https://vestnik.guu.ru/jour/article/view/572
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author L. Putyatina
N. Tarasova
Y. Bogatov
author_facet L. Putyatina
N. Tarasova
Y. Bogatov
author_sort L. Putyatina
collection DOAJ
description Authors of article have formulated a problem of optimum control of the production capacity of the enterprise. The solution of this task is shown through the ratios expressing necessary conditions of a strong extremum for a nonclassical variation problem of optimum control. By means of the presented technique it is possible to estimate the output of technologically similar production for achievement of the maximum profit on condition of certain technical and economic restrictions and the accounting of change in time of the prices and prime cost of products.
format Article
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institution Kabale University
issn 1816-4277
2686-8415
language English
publishDate 2017-01-01
publisher Publishing House of the State University of Management
record_format Article
series Вестник университета
spelling doaj-art-44200665a25b4e0481abedbfdeb4cd212025-02-04T08:27:49ZengPublishing House of the State University of ManagementВестник университета1816-42772686-84152017-01-0101165168572MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMINGL. Putyatina0N. Tarasova1Y. Bogatov2ФГБОУ ВО «Московский авиационный институт (национальный исследовательский университет)»ФГБОУ ВО «Московский авиационный институт (национальный исследовательский университет)»ФГБОУ ВО «Московский авиационный институт (национальный исследовательский университет)»Authors of article have formulated a problem of optimum control of the production capacity of the enterprise. The solution of this task is shown through the ratios expressing necessary conditions of a strong extremum for a nonclassical variation problem of optimum control. By means of the presented technique it is possible to estimate the output of technologically similar production for achievement of the maximum profit on condition of certain technical and economic restrictions and the accounting of change in time of the prices and prime cost of products.https://vestnik.guu.ru/jour/article/view/572problem of optimum controlproduction capacitymethods of mathematical programming
spellingShingle L. Putyatina
N. Tarasova
Y. Bogatov
MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
Вестник университета
problem of optimum control
production capacity
methods of mathematical programming
title MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
title_full MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
title_fullStr MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
title_full_unstemmed MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
title_short MANAGEMENT OF THE PRODUCTION CAPACITY OF THE ENTERPRISE ON THE BASIS OF METHODS OF MATHEMATICAL PROGRAMMING
title_sort management of the production capacity of the enterprise on the basis of methods of mathematical programming
topic problem of optimum control
production capacity
methods of mathematical programming
url https://vestnik.guu.ru/jour/article/view/572
work_keys_str_mv AT lputyatina managementoftheproductioncapacityoftheenterpriseonthebasisofmethodsofmathematicalprogramming
AT ntarasova managementoftheproductioncapacityoftheenterpriseonthebasisofmethodsofmathematicalprogramming
AT ybogatov managementoftheproductioncapacityoftheenterpriseonthebasisofmethodsofmathematicalprogramming