Aplicații ale derivatelor parțiale în economie. Extremul local

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Title:	Aplicații ale derivatelor parțiale în economie. Extremul local
Other Titles:	Applications of Partial Derivatives in Economic. Local Extrema
Authors:	Harea, Ruxanda
Keywords:	partial derivatives local extrema function multiple variables maximum
Issue Date:	Apr-2023
Publisher:	Print-Caro
Abstract:	Mathematical optimization deals with selecting the best element from a set of available alternatives. This means solving problems in which the extremes (maximum or minimum) of a real function are sought. The topic of this article is relevant, due to the fact that it can be applied in various economic domains, especially in solving business-related problems. The research is based on mathematical concepts and how they can be applied to solve real problems. DOI: https://doi.org/10.53486/sstc.v3.32; CZU: 517.95:330.4; JEL: A12, C02, C30
Description:	HAREA, Ruxanda. Aplicații ale derivatelor parțiale în economie. Extremul local = Applications of Partial Derivatives in Economic. Local Extrema. Coord. șt.: TACU, Mariana. In: Simpozion Ştiinţific al Tinerilor Cercetători, (7-8 aprilie 2023) [online]: Culegere de lucrări ştiinţifice. Ediţia a 21-a. Chişinău: [S. n.], 2023, vol. 3, pp. 152-155. ISBN 978-9975-180-07-8.
URI:	https://irek.ase.md:443/xmlui/handle/123456789/3321
ISBN:	978-9975-180-07-8
Appears in Collections:	2.Articole

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