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Надежда, Геннадьевна Черкунова
2019-07-01T07:29:01Z
2019-07-01T07:29:01Z
2017-10
Надежда, Геннадьевна Черкунова. Mathematical modeling of economic processes [Текст] / Геннадьевна Черкунова Надежда // Espacios: Business and International Management. — 2017. — Т. 38 (№ 48). — С. 7
07981015
http://www.revistaespacios.com/a17v38n48/17384807.html
http://elib.sfu-kras.ru/handle/2311/111276
Текст статьи не публикуется в открытом доступе в соответствии с политикой журнала.
We study the optimization of production output as a process of finding the conditional maximum of the Cobb-Douglas production function in the presence of the budget constraint. This function is often used in the analysis of economic development. The use of the Lagrange method allows obtaining a stationary point of the Lagrange function. The examination of this point reveals the presence of a conditional maximum at it. The obtained coordinates of the point of conditional maximum of the output volume mean that, under the optimal functioning of the firm, i.e., such functioning, for which the greatest production output is achieved with a fixed budget, the budget should be distributed between fixed assets and labor resources in proportion to the corresponding elasticities of the production output. These coordinates allow finding the values of the largest production output and the marginal maximum output with respect to the budget.
production function
conditional maximum
budget constraint
Lagrange multiplier
output elasticity
Mathematical modeling of economic processes
Journal Article
Published Journal Article
7
06.35.51
2019-07-01T07:29:01Z
Саяно-Шушенский филиал СФУ
Кафедра фундаментальной подготовки
Espacios
Q3


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