Particular sides with working with talented students in professional training of a teacher

Main Article Content

Nikolai Vyacheslavovich Shilov
Svetlana Olegovna Shilova

Abstract

This presentation presents pedagogical recommendations based on experience of working with talented students.

Article Details

Author Biographies

Nikolai Vyacheslavovich Shilov

Assitant Professor, Innopolis University, Innopolis

Svetlana Olegovna Shilova

Retired, Innopolis.

References

Бодин Е.В., Городняя Л.В., Шилов Н.В. По какому предмету олимпиада? // Современные информационные технологии и ИТ-образование, 2006, № 2, С. 226–233.
Ершов А.П. Программирование вторая грамотность. URL: http://ershov. iis. nsk.su/ ru/second_literacy/.
Успенский В.А. Апология математики. Санкт-Петербург: Амфора, 2009, 552 с.
Dijkstra E.W. On a cultural gap // The Mathematical Intelligencer. 1986, Vol. 8, No 1, P. 48–52.
Knuth D.E. Textbook Examples of Recursion. URL: https://arxiv.org/ pdf/cs/9301113.pdf.
Knuth D.E. Computer Science and Its Relation to Mathematics // The American Mathematical Monthly, 1974, Vol. 81, No. 4, P. 323–343.
Shilov N.V., Shilova S.O. On Mathematical Contents of Computer Science Contests // Enhancing University Mathematics: Proceedings of the First KAIST International Symposium on Teaching. CBMS Issues in Mathematics Education, Vol. 14. American Society, 2007, P. 193–204.
Shilov N.V. Etude on Recursion Elimination // Моделирование и анализ информационных системv, 2018, Vol. 25, No 5, P. 549–560.
IMO Grand Challenge. URL: https://imo-grand-challenge.github.io/.
International Mathematical Olympiad. URL: https://www.imo-official.org/ default.aspx.
Problems (with solutions). 60th International Mathematical Olympiad. Bath UK, 11th-22nd July 2019. URL: https://www.imo2019.uk/wp-content/uploads/ 2018/07/solutions-r856.pdf.