Dynamic models in problems of management
Authors: Yunda P.N., Gordeev А.А. | |
Published in issue: #8(13)/2017 | |
DOI: 10.18698/2541-8009-2017-8-146 | |
Category: Economics and Production Organization |
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Keywords: loyalty, dynamic model, management problem, differential equations, employee management |
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Published: 12.07.2017 |
The study proposes a model that reflects the degree of employee loyalty to the company. For modeling, we used a system of differential equations. This method can be applied in management tasks to improve the performance of the company by placing employees in the company, measuring their loyalty and analyzing some characteristic factors. The system makes it possible to assess possible outbursts of discontent and eliminate them in advance.
References
[1] Samoylenko D.A. Diagnostika predannosti organizatsii. Avtorskaya metodika [Diagnosis organizational commitment. Author‘s method]. Nauka i znanie: konkurentnyy potentsial obshchestva, nauki i biznesa v usloviyakh global‘nogo mira. Materialy XVIII mezhdunarodnoy nauchno-prakticheskoy konferentsii [Science and knowledge: competitive opportunities of society, science and business in conditions of global world. Proc. XVIII int. sci.-practice conf.], 2016, pp. 164–170.
[2] Petrova E.A. Methodological approaches to assessment of loyalty in crisis. Biznes. Obrazovanie. Pravo [Business. Education. Law], 2016, no. 3(36), pp. 102–105.
[3] Guts A.K., Frolova Yu.V. Matematicheskie metody v sotsiologii [Mathematical methods in sociology]. Moscow, Izd-vo LKI publ., 2007. 216 p.
[4] Samoylova I.A. Model‘ upravleniya loyal‘nost‘yu sotrudnikov – chto mozhet sdelat‘ rukovodstvo kompanii? [Employee loyalty model – what can a company management do?] Global science. Development and novelty. Sbornik nauchnykh trudov po materialam V mezhdunarodnoy nauchno-prakticheskoy konferentsii. Ch. 2 [Global science. Development and novelty. Proc. V int. sc-.-practic conf. P. 2]. Moscow, L-Zhurnal publ., 2017. Pp. 32–34.
[5] Krasnoshchekov P.S., Petrov A.A. Printsipy postroeniya modeley [Model structural principle]. Moscow, MSU publ., 1983. 264 p.
[6] Kanatnikov A.N., Krishchenko A.P. Lineynaya algebra i funktsii neskol‘kikh peremennykh. URL: http://www.bmstu.ru/~fn2/_app/fn_2_2011.pdf.