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Year 2016, Volume: 6 Issue: 5, 249 - 254, 01.06.2016
https://izlik.org/JA93LC62GU

Abstract

Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions

Year 2016, Volume: 6 Issue: 5, 249 - 254, 01.06.2016
https://izlik.org/JA93LC62GU

Abstract

In new conditions an institution for successful work needs optimization of control, adaption of existing mathematical tools and development of new aspects. In the article it is suggested viewing the activities of higher educational institutions as production activities and higher educational institutions as complex organizational and economic systems consisting of a large number of subsystems. The relevance of the research is stipulated on the one hand by insufficient level of implementation of mathematical tools in the management process of both separate elements in the structure of sub-systems and sub-systems themselves, as well as institutions of higher education in general. On the other hand it is stipulated by the necessity to search for new forms and methods of organization and management of the educational process in the context of new educational standards. The conclusion about the interconnection and interdependence of the selected subsystems is made. The directions of further development within the frame of the designated problem are given.

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Other ID JA89HE99PJ
Authors

M.v. Kitaeva This is me

N.v. Speshilova This is me

V. N. Shepel This is me

Publication Date June 1, 2016
IZ https://izlik.org/JA93LC62GU
Published in Issue Year 2016 Volume: 6 Issue: 5

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APA Kitaeva, M., Speshilova, N., & Shepel, V. N. (2016). Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions. International Review of Management and Marketing, 6(5), 249-254. https://izlik.org/JA93LC62GU
AMA 1.Kitaeva M, Speshilova N, Shepel VN. Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions. IRMM. 2016;6(5):249-254. https://izlik.org/JA93LC62GU
Chicago Kitaeva, M.v., N.v. Speshilova, and V. N. Shepel. 2016. “Mathematical Models of Multi-Criteria Optimization of Subsystems of Higher Educational Institutions”. International Review of Management and Marketing 6 (5): 249-54. https://izlik.org/JA93LC62GU.
EndNote Kitaeva M, Speshilova N, Shepel VN (June 1, 2016) Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions. International Review of Management and Marketing 6 5 249–254.
IEEE [1]M. Kitaeva, N. Speshilova, and V. N. Shepel, “Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions”, IRMM, vol. 6, no. 5, pp. 249–254, June 2016, [Online]. Available: https://izlik.org/JA93LC62GU
ISNAD Kitaeva, M.v. - Speshilova, N.v. - Shepel, V. N. “Mathematical Models of Multi-Criteria Optimization of Subsystems of Higher Educational Institutions”. International Review of Management and Marketing 6/5 (June 1, 2016): 249-254. https://izlik.org/JA93LC62GU.
JAMA 1.Kitaeva M, Speshilova N, Shepel VN. Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions. IRMM. 2016;6:249–254.
MLA Kitaeva, M.v., et al. “Mathematical Models of Multi-Criteria Optimization of Subsystems of Higher Educational Institutions”. International Review of Management and Marketing, vol. 6, no. 5, June 2016, pp. 249-54, https://izlik.org/JA93LC62GU.
Vancouver 1.M.v. Kitaeva, N.v. Speshilova, V. N. Shepel. Mathematical Models of Multi-criteria Optimization of Subsystems of Higher Educational Institutions. IRMM [Internet]. 2016 Jun. 1;6(5):249-54. Available from: https://izlik.org/JA93LC62GU