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BUSINESS INFORM №2-2017

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16

Section: Economic and Mathematical Modeling
UDC 519.866:336.77
Kulyk A. B., Manzhos T. V.
The One-Period Model for Management of Stockage for a Vertically Integrated Holding Company (p. 107 - 111)

The article builds a model of management of stockage for a vertically integrated holding company, consisting of three links of production chain. Mathematical models are used for solving problems of the optimum management of stockage. The objective necessity of creating and maintaining a stockage is due to its significant impact on the efficiency of processes of goods exchange. Using the mathematical modeling, the optimal strategy of management of stockage and its normative level were determined that allows to release significant working assets, which were frozen in the form of stock. A mathematical model of management of a stock system for a vertically integrated company has been built, the optimum strategy for operation of such a system has been defined. The received optimal solutions establish the overall level of inventory for a holding company as a whole and the proportion of stock for each production separately.
Keywords: cost function, one-period model of management of inventory, holding company.
Fig.: 1. Formulae: 3. Bibl.: 14.

Kulyk Anatolii B. – Candidate of Sciences (Physics and Mathematics), Associate Professor, Head of the Department, Department of Higher Mathematics, Kyiv National Economic University named after Vadym Hetman (54/1 Beresteiskyi Ave., Kyiv, 03057, Ukraine)
Email: [email protected]
Manzhos Tetіana V. – Candidate of Sciences (Physics and Mathematics), Associate Professor, Associate Professor, Department of Higher Mathematics, Kyiv National Economic University named after Vadym Hetman (54/1 Beresteiskyi Ave., Kyiv, 03057, Ukraine)
Email: [email protected]

Article is written in Ukrainian
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Reference to this article:
Kulyk, Anatolii B., and Manzhos, Tetіana V. (2017) “The One-Period Model for Management of Stockage for a Vertically Integrated Holding Company.” Business Inform 2:107–111.


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