Mathematical Modeling of Learning Processes Based on the Theory of Control
Keywords:
mathematical modeling, optimal control, didactic system, learning process, control object, program control, computational experiment
Abstract
The learning process is considering as object of optimal control, for process controlling offered sequence of innovative approaches. Given a functional structure didactic system "teacher-reader" and on this bases created cyclic structure of calculation experience. The obtained results are graphically displayed.
References
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2. Mayer R.B. Cybernetic pedagogy: Simulation of the learning process. - Eyes: GGPI, 2013. – 138 с.
3. Talizina N.F. Managing the process of learning. Moscow State University Publishing House. – 1975, 342 с.
4. Moiseev N. N. Elements of the theory of optimal systems. -M. Science. 1975. 526 с.
5. Peregudov F.I., Tarasenko F.P. Introduction to system analysis. –M. High school. 1989. 329 с.
6. Suvonov O.O. Some aspects of the educational process management process. Infocommunication and computational technologies in science, technology and education International Scientific Conference. Toshkent-2004
7. Zhukovich S.Ya. Mathematical method of improving the quality of education in high school // Bulletin of BSEU.- №5. -WITH. 36-42.
8. Suvonov O.O. Mathematical modeling of management processes in the education system. - Tashkent. “Education technologies”, №2, - 2015. P. 86-88.
9. Suvonov, O.O, Jurakulov, T.T. Mathematical model and algorithm for calculating the processes of management of advanced training in industries. Fourteenth International Asian School Workshop. Problems of optimization of complex systems. Theses of reports. Kyrgyz Republic, Issyk-Kul, 2018 June.
Published
2022-04-09
How to Cite
Omonovich, S. O., & Tokhirovich, J. T. (2022). Mathematical Modeling of Learning Processes Based on the Theory of Control. CENTRAL ASIAN JOURNAL OF MATHEMATICAL THEORY AND COMPUTER SCIENCES, 3(4), 62-68. https://doi.org/10.17605/OSF.IO/GHXQ7
Section
Articles
