Alma Mater
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Vestnik Vysshey Shkoly (Higher School Herald)
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Methodological function of essence of understanding and substantiation of mathematic in innovative concept of education

N.V. Mikhailova
80,00 ₽

UDC 378.147


N.V. Mikhailova is Cand.Sci. (Philosophy), doc. at Belorussian National Technical University e-mail:


Elaborated is methodological function of ratio of mathematical knowledge and understanding in innovative concept of education. Stated is, that understanding and sense of knowledge has to become a basis of innovative concept of mathematical education. Conclusion is made, that justification of mathematical knowledge is necessary for realization of conceptual understanding technology in the innovative system of mathematical education, though it is methodological problem.

Key words: understanding and justification, mathematics methodology, innovative concept of education.




1. Klarin, M.V. Innovative education: conceptual calls for didactics. Domestic and foreign pedagogics. 2014. No. 4. P. 54–62.

2. Lungu, K.N. Understanding as Basic Element of training when teaching mathematical disciplines. Bulletin of International Institute of Economy and Law. 2013. No. 4. P. 32–38.

3. Breytigam, E.K. Characteristics and procedures of understanding in didactics. World of Science, Culture, Education. 2011. No. 1. P. 250–253.

4. Sultanova, L.B. Understanding in mathematics. Liberal Arts in Russia. 2017. No. 1. P. 33–39.

5. Mikhailova, N.V. Cognitive synthesis of intuitive and formal knowledge in system methodology of mathematical education. Alma mater (Vestnik vysshei shkoly). 2018. No. 9. P. 33–37.

6. Perminov, V.Ya. About philosophy influence on development of science. Metaphysics. 2016. No. 2. P. 40–51.

7. Kozerenko, K.V. Gap points in mathematical education. Mathematical education. 2017. Iss. 4. P. 2–7.

8. Plotnikova, E.G. Conceptual provisions of mathematical training process in higher education institution. Higher education today. 2011. No. 3. P. 48–51.

9. Nakhman, A.D. Modeling of innovative educational activity in the field of mathematicians // Bulletin of Tula State University. Modern educational technologies. 2017. No. 1. P. 126–130.