MODELING AS A KEY FACTOR IN THE FORMATION OF MATHEMATICAL BACHELORS’ PROFESSIONAL COMPETENCIES
Abstract
Mathematical modeling as a key factor in the formation of professional competencies for mathematical bachelors of pedagogical education is most effective if it is to update the positions of an integrated approach, taking into account the built complex thinking patterns and features postnonclassical type of the rationality.
About the Author
G. A. Yarakhmedov
Dagestan State Pedagogical University
Russian Federation
Candidate of Physics and Mathematics, assistant professor, the chair of Algebra and Geometry, DSPU
Russian Federation
Candidate of Physics and Mathematics, assistant professor, the chair of Algebra and Geometry, DSPU
References
1. Danyluk A. Y Integration theory and education. Rostov-on-Don, 2001.
2. Mordkovich A. G Professional and pedagogical orientation of the mathematics teachers’ special training at the Pedagogical Institute: dis ... Dr. ped. M., 1986 . 286 p.
3. Samarsky A. A, Mikhailov A. P Mathematical modeling. M., 2001.
4. Talyzina N. F Managing the process of learning. M. : Moscow State University , 1975. 343 p.
5. Uhtominsky A. A Selected Works. L. , 1978. 235 p.
6. Friedman L. M Visibility and simulation training . M., 1984 . 79 p.
7. Stoff V. A Modeling and philosophy. M.-L. : Nauka, 1996. 300 p.
8. Yarakhmedov G. A An algebraic-geometric interpretations on isomorphic mathematical models // Proceedings of the Dagestan State Pedagogical University. Psychological and pedagogical sciences. 2011. # 1 (14). P. 11- 14.
9. Yarakhmedov G. A Integrated approach to mathematical education in pedagogical high school: Theory and Methodology : monograph. Makhachkala, 2013. 340 p.
Review
For citations:
Yarakhmedov G.A. MODELING AS A KEY FACTOR IN THE FORMATION OF MATHEMATICAL BACHELORS’ PROFESSIONAL COMPETENCIES. Dagestan State Pedagogical University. Journal. Psychological and Pedagogical Sciences. 2014;(2):113-119. (In Russ.)
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