dtЦифровая трансформацияDigital Transformation2522-96132524-2822Educational Establishment “Belarusian State University of Informatics and Radioelectronics”10.35596/1729-7648-2024-30-3-57-60dt-870Research ArticleЭКОНОМИЧЕСКИЕ НАУКИ, ОБРАЗОВАНИЕECONOMIC SCIENCES, EDUCATIONСовершенствование методик преподавания базовых математических дисциплин в высшей школеEnhancement of Teaching Methods of Main Mathematical Disciplines in Higher SchoolВыборновА. Н.VybornovA. N.

Канд. физ.-мат. наук, доц., доц. каф. высшей математики Института кибербезопасности и цифровых технологий

Москва

Alexander N. Vybornov, Cand. of Sci., Associate Professor, Associate Professor at the Department of Higher Mathematics of the Institute of Cyber Safety and Digital Technologies

Moscow

ВегераЖ. Г.VegeraZh. G.

Вегера Жанна Геннадьевна, канд. физ.-мат. наук, доц., зав. каф. высшей математики Института кибербезопасности и цифровых технологий

Тел.: +7 985 272-55-08

107996, г. Москва, ул. Стромынка, 20 

Zhanna G. Vegera, Cand. of Sci., Associate Professor, Head of the Department of Higher Mathematics of the Institute of Cyber Safety and Digital Technologies

Tel.: +7 985 272-55-08

107996, Moscow, Stromynka St., 20 

vegera@mirea.ruМИРЭА – Российский технологический университетMIREA – Russian Technological University2024290920243035760Copyright © Выборнов А.Н., Вегера Ж.Г., 20242024Выборнов А.Н., Вегера Ж.Г.Vybornov A.N., Vegera Z.G.Данная работа распространяется под лицензией Creative Commons Attribution 4.0.This work is licensed under a Creative Commons Attribution 4.0 License.https://dt.bsuir.by/jour/article/view/870

Предложены инновации в курсах математического анализа, линейной алгебры и дискретной математики, читаемых на первом году обучения. Новшества направлены на совершенствование методик преподавания базовых математических дисциплин в высшей школе.

Innovations are proposed in the courses of mathematical analysis, linear algebra and discrete mathematics taught in the first year of study. Innovations are aimed at improving methods of teaching basic mathematical disciplines in higher education.

методика преподаванияматематический анализлинейная алгебрадискретная математикаteaching methodsmathematical analysislinear algebradiscrete mathematicsReferencesВыборнов, А. Н. Элементы высшей алгебры / А. Н. Выборнов, Ж. Г. Вегера. М.: МИРЭА – Рос. технол. ун-т, 2023.Vybornov A. N., Vegera Zh. G. (2023) Elements of Algebra. Moscow, MIREA – Russian Technological University (in Russian).Дискретная математика / А. Н. Выборнов, Е. А. Ветренко. М.: МИРЭА – Рос. технол. ун-т, 2023.Vybornov A. N., Vetrenko E. A. (2023) Discrete Mathematics. Moscow, MIREA – Russian Technological University (in Russian).Vybornov, A. N. Some Innovations in Section “Combinatorics” of Discrete Mathematics Course / A. N. Vybornov // 3rd International Conference on Technology Enhanced Learning in Higher Education. 2023. Р. 174–177.Vybornov A. N. (2023) Some Innovations in Section “Combinatorics” of Discrete Mathematics Course. 3rd International Conference on Technology Enhanced Learning in Higher Education. 174–177.Vybornov, A. N. Innovations in the “Boolean Functions” Section of the Discrete Mathematics Course / A. N. Vybornov, A. A. Rusakov // Proceedings-2023, TELE 2023. 2023. Р. 170–173.Vybornov A. N., Rusakov A. A. (2023) Innovations in the “Boolean Functions” Section of the Discrete Mathematics Course. 3rd International Conference on Technology Enhanced Learning in Higher Education. 170–173.Lah, Ivo. А New Kind of Numbers and Its Application in the Actuarial Mathematics / Lah Ivo // Boletim do Instituto dos Actuários Portugueses. 1954. No 9. Р. 7–15.Lah Ivo (1954) А New Kind of Numbers and Its Application in the Actuarial Mathematics. Boletim do Instituto dos Actuários Portugueses. (9), 7–15.Shapiro, L. W. A Catalan Triangle / L. W. Shapiro // Discrete Mathematics. 1976. Vol. 14, No 1. Р. 83–90.Shapiro L. W. (1976) A Catalan Triangle. Discrete Mathematics. 14 (1), 83–90.Kaneko, M. The Akiyama-Tanigawa Algorithm for Bernoulli Numbers / М. Kaneko // Journal of Integer Sequences. 2000. Vol. 12, No 29.Kaneko M. (2000) The Akiyama-Tanigawa Algorithm for Bernoulli Numbers. Journal of Integer Sequences. 12 (29).Chen, K. W. Algorithms for Bernoulli Numbers and Euler Numbers / K. W. Chen // Journal of Integer Sequences. 2001. Vol. 4.Chen K. W. (2001) Algorithms for Bernoulli Numbers and Euler Numbers. Journal of Integer Sequences. 4.Rukavicka, J. On Generalized Dyck Paths / J. Rukavicka // Electronic Journal of Combinatorics. 2011.Rukavicka J. (2011) On Generalized Dyck Paths. Electronic Journal of Combinatorics.Suprun, V. P. The Tabular Method of Polynomial Decomposition of Boolean Functions / V. P. Suprun // Kibernetika. 1987. No 1. Р. 116–117.Suprun V. P. (1987) The Tabular Method of Polynomial Decomposition of Boolean Functions. Kibernetika. (1), 116–117.Fernandez-Davila, J. Zhegalkin Polynomial SAT Solver / J. F. Davila // Editorial Académica Española Jan. 2019.Fernandez-Davila J. (2019) Zhegalkin Polynomial SAT Solver. Editorial Académica Española Jan.

The authors declare that there are no conflicts of interest present.