|Research interests:||quadratic Lyapunov functions, stability and convergence are written by differential equations with delay|
1.Algebra and geometry, bachelor, 1th year, practical classes.
2.Mathematical analysis, bachelor 1rd year, practical classes (mechanical and mathematical faculty).
3.Higher mathematics, preparatory courses of KNU.
1.Shakotko T.Y., Husainov D.Ya. Research on the dynamics of Volterra's population model with subsequent action // Bulletin of Taras Shevchenko National University of Kyiv. Series: Cybernetics, No. 12, 2012. - P.51-54.
2.Shakotko T.I., Husainov D.Ya., Sirenko A.S. About one approach to the study of the stability of the model of neural networks with a delay using the second Lyapunov method // Bulletin of Taras Shevchenko National University of Kyiv, Series: Physical and mathematical sciences, v. 4, 2014. – P. 232-237.
3.Shakotko T.I. Investigation of the stability of the equilibrium position of the quadratic model with one delay Dynamical System Modelling and Stability Investigation, Abstracts of Conference Reports, Kiev, Ukraine, Nay 29-31, 2013. – pp. 145.
4.Husainov D.Ya., Shakotko T.I. Estimates of stability in nonlinear differential equations of a special form. Bulletin of Taras Shevchenko Kyiv National University. Series of physical and mathematical sciences. No. 1, 2022, pp. 76-71.
5.D.Ya. Husainov, A.V. Shatyrko, T.I. Shakotko Obtaining conditions of convergence of learning processes in mathematical models of neurodynamics with aftereffect. International Scientific and Technical Journal Management and Informatics Problems, 2022 No. 5 Art. 5-16.
6.Shakotko T.I. An optimization approach to the construction of the Lyapunov-Krasovsky function Journal of Computational and Applied Mathematics January 26, 2023 No. 2, articles 165-173.