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SOURCE:    Almanac of Modern Science and Education. Tambov: Gramota, 2016. № 4. P. 97-100.
SCIENTIFIC AREA:    Physical-Mathematical Sciences
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MATHEMATICAL MODEL OF BANK LIQUIDITY

Popova Tat'yana Mikhailovna
Pacific National University in Khabarovsk


Abstract. The paper examines the development of the mathematical model of the bank liquidity under all the types of bank activity, such as the depositing of physical and juridical persons’ monetary funds, the administration of accounts, crediting and investment into securities. The author proposes a momentary model of the bank liquidity under the realistic scenario of economy development while implementing all the norms and restrictions imposed by the instruction of the Bank of Russia.
Key words and phrases: математическая модель, банк, финансовые потоки, ликвидность, моментальная ликвидность, mathematical model, bank, financial flows, liquidity, momentary liquidity
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References:
  1. Goryacheva E. A., Minakov V. F., Barabanova M. I. Model' upravleniya likvidnost'yu pri kontrole Bankom Rossii v rezhime real'nogo vremeni // Ekonomika, statistika i informatika. Vestnik UMO. 2013. № 4. S. 178-183.
  2. Zharkovskaya E. P. Finansovyi analiz deyatel'nosti kommercheskogo banka: uchebnik. 3-e izd., pererab. M.: Omega-L, 2015. 379 s.
  3. Mantula K. S., Popova T. M. Imitatsionnoe modelirovanie likvidnosti banka pri razlichnykh tipakh stsenariev [Elektronnyi resurs] // Uchenye zametki TOGU: elektronnoe nauchnoe izdanie. 2015. T. 6. № 4. S. 378-385. URL: http://pnu.edu.ru/ejournal/pub/articles/1111/ (data obrashcheniya: 07.04.2016).
  4. Ob obyazatel'nykh normativakh bankov [Elektronnyi resurs]: instruktsiya Banka Rossii ot 03.12.2012 g. № 139-I (red. ot 30.11.2015 g.). URL: http://www.consultant.ru/document/cons_doc_LAW_175884/ (data obrashcheniya: 07.04.2016).
  5. Uchaeva E. A., Kovalenko O. G. Otsenka likvidnosti kommercheskikh bankov po normativam likvidnosti Tsentral'nogo Banka Rossii // Vektor nauki Tol'yattinskogo gosudarstvennogo universiteta. Seriya: Ekonomika i upravlenie. 2013. № 1 (12). S. 135-138.

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