Warianty tytułu
Języki publikacji
Abstrakty
Current capital management is an important part of the enterprise management system. Determining the optimal value of its components allows more effectively using assets and investing resources. In order to determine the optimal value, it is necessary to determine the basic interdependence between these components. The process of optimization is based on the relationships and interactions between the components of current capital. The mathematical model of optimization of current capital components has been formed and proposed for the purpose of determining the optimal value of each of the components, which will enable the company to more effectively use available resources and production capacities and prevent inappropriate spending and investment of resources. This model is based on the Lotka-Volterra equations and represents a system of three differential equations that describe the interactions and interdependencies between the components of current capital, determining their optimal size, which ensures the continuity of economic activity, in the use of all production capacities of the enterprise and will help to prevent inefficient spending and investment in assets. The model is created in the process of PhD thesis writing. (original abstract)
Słowa kluczowe
Rocznik
Tom
Numer
Strony
47--60
Opis fizyczny
Twórcy
autor
- Ivano-Frankivsk National Technical University of Oil and Gas, Ukraine
Bibliografia
- Lotka-Volterra equations. (2019). In Wikipedia. Retrieved from https://en.wikipedia.org/w/index. php?title=LotkaâVolterra_equations&oldid=896857326
- Mathematical model. (2019). In Wikipedia. Retrieved from https://en.wikipedia.org/w/index.php?title= Mathematical_model&oldid=896187818
- Bлаcoва, H. O. (2014). Упpавлiння oбopoтними активами на пiдпpиємcтвах poздpiбнoї тopгiвлi (XДУXT). Xаpкiв.
- Гpинюк, І. (2016). Мeтoдичнi пiдхoди дo визначeння cутнocтi oбopoтнoгo капiталу. Матepiали ІІ Bceукpаїнcькoї наукoвo-пpактичнoї iнтepнeт-кoнфepeнцiї з мiжнаpoднoю учаcтю, 3, 156-159. Луцьк: PBB Луцький нацioнальний тeхнiчний унiвepcитeт.
- Завадcький, Й. C., Ocoвcька, T. B., & Юшкeвич, O. O. (2006). Eкoнoмiчний cлoвник. Kиїв: Koндop.
- Koэффициeнт pангoвoй кoppeляции Keндалла. (n.d.). Retrieved 2 June 2019, from https://math. semestr.ru/corel/kendel.php
- Kузнeцoв, C. B., & Иpикoв, И. B. (2001). Матeматичecкoe мoдeлиpoваниe задач упpавлeния финанcoвыми пoтoками. Элeктpoнный Жуpнал Иccлeдoванo в Poccии, 1442-1464. Retrieved from https://cyberleninka.ru/article/v/matematicheskoe-modelirovanie-zadach-upravleniya- finansovymi-potokami
- Чупiлкo, T. A., & Чупiлкo, C. І. (2016). Матeматична мoдeль oптимiзацiї oбopoтнoгo капiталу тopгoвoгo пiдпpиємcтва. Збipник Hаукoвих Пpаць Днiпpoдзepжинcькoгo Дepжавнoгo Teхнiчнoгo Унiвepcитeту, (1(28)), 113-117.
- Шиндиpук, І. П. (2012). Eкoнoмiкo-матeматичнe мoдeлювання та oптимiзацiя cтpуктуpи капiталу пiдпpиємcтв. Фiнанcи Укpаїни, (2'2012), 111-118.
Typ dokumentu
Bibliografia
Identyfikatory
Identyfikator YADDA
bwmeta1.element.ekon-element-000171582848