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Learning intransitivity: from intransitive geometrical objects to "rhizomatic" intransitivity
P. 178-185.
In book
M. : SU HSE Publishing House, 2019
[б.и.], 2023
Abstracts, The 6th International Conference "Function Spaces. Differential Operators. Problems of Mathematical Education", dedicated to the centennial anniversary of the corresponding member of Russian Academy of Sciences, academician of European Academy of Sciences L.D. Kudryavtsev Moscow, Russia, November 14–19, 2023 ...
Added: March 13, 2024
M. : SU HSE Publishing House, 2019
Proceedings of the Moscow regional conference of The International Group for the Psychology of Mathematics Education (PME) and Yandex are presented. ...
Added: January 3, 2020
Poddiakov A., Lebedev A., European Journal of Mathematics 2023 Vol. 9 Article 27
Various objects and systems in intransitive relations of superiority (“rock-paper-scissors” relations) are described (intransitive sets of sticks, dice, chess positions, machines, biological species etc.). The concept of meta-intransitivity of superiority is introduced. Meta-intransitivity is a property of systems, which are in intransitive relationships between one another, and, at the same time, each of them contains ...
Added: April 12, 2023
Esterov A. I., Timorin V., Higher Education in Russia and Beyond 2015 No. 4(6) P. 22-23
HSE Faculty of Mathematics invited its first bachelor students in 2008. The program aims at providing a fundamental mathematical background as well as wide opportunities for its application: from physics, economics and computer science to actuary and financial analysis. Below we describe the problems encountered by the Faculty of Mathematics while building a new mathematical ...
Added: April 2, 2016
Vishnyakov Y. S., Semenov A., Shabat G. B., Doklady Mathematics 2023 Vol. 107 No. 1 P. 79-92
This paper considers an approach to mathematical education adequate to the task of developing mathematics and its applications in the 21th century. This approach is based on improving the efficiency of the educational process by maintaining the motivation of students of various categories. The basis for the formation of motivation is, on the one hand, ...
Added: March 14, 2024
Timorin V., Higher Education in Russia and Beyond 2015 No. 4(6) P. 9-10
It is widely known that Soviet school of exact sciences, was among the strongest in the world, particularly in terms of physics and mathematics. Why? This is the question we would like to address in this paper by collecting and summarizing different viewpoints on this issue expressed by prominent mathematicians. Many of them witnessed the ...
Added: April 2, 2016
Peresetsky A., Брайнин В. Б., Волков С. Е. et al., Математика в школе 2020 № 7 С. 69-80
В этом году Борису Соломоновичу Гельруду исполнилось бы 90 лет. Нам, группе его учеников, досталась от его внука Б.Е. Гельруда фотокопия его мемуаров, написанных более 35 лет назад. В них рассказывается о том, каким было математическое образование в СССР – не в столице, не в областном центре, а в Нижнем Тагиле – сравнительно небольшом индустриальном городе на Урале, о людях, с которыми жизнь ...
Added: November 23, 2020
Morozov E. A., Morozova A. V., Novoselov A. V., В кн. : Образование: традиции и инновации: Материалы VII международной научно-практической конференции (29 декабря 2014 года). : Прага : WORLD PRESS s r.o., 2015. С. 97-99.
Целью данной статьи является обобщение опыта работы авторов в качестве тьюторов кафедры учителей математики в рамках деятельности Университетско-школьного кластера (УШК) в Пермском кампусе Национального исследовательского университета Высшей школы экономики. В статье дается краткий обзор основных видов деятельности кафедры учителей, особое внимание уделено мониторингу процесса совершенствования предметно-содержательной компетенции учителей. ...
Added: April 3, 2015
Posicelskaya M. A., Rudchenko T. A., Semenov A., Doklady Mathematics 2023 Vol. 107 No. 1 P. 10-41
In recent decades, several Russian schools have been implementing a world-unique education program of mathematics for elementary schools. In it, the landscape of school arithmetic is radically expanded due to the basic objects of modern mathematics and computer science. These objects and their operations are visual, making them much more comprehensible than traditional arithmetic. The ...
Added: March 14, 2024
Posicelskaya M. A., Rudchenko T. A., Semenov A., Mathematics in School 2023 No. 2 (115) P. 7-12
The problem of values is becoming more central in education today than ever before. The main questions facing the teacher today:
• What value system will the student form as a result of education?
• What values are the driving motive for a student in the learning process? ...
Added: March 14, 2024
A. L. Semenov, Soprunov S. F., Ivanov-Pogodaev I. A., Doklady Mathematics 2023 Vol. 107 No. 1 P. S132-S136
The paper discusses an example of an educational project in modern mathematics in which school students create mathematics that is new to them. The mathematical results produced by the students in the theory of definability also have an “absolute” novelty, i.e., are the basis for professional publications. The described course was based on recent results of this ...
Added: March 14, 2024
Esterov A. I., Higher Education in Russia and Beyond 2015 No. 4(6) P. 14-16
Math in Moscow (MiM) is the name of a short-term (1-2 semesters) study abroad program offered in English jointly by the Independent University of Moscow (IUM), National Research University Higher School of Economics (HSE), and Moscow Center for Continuous Mathematical Education (MCCME). It was first launched in spring 2001 by IUM. Along with courses in ...
Added: April 2, 2016
Barabashev A. G., Перминов В. Я., Панфилов В. А., Вестник Днепропетровского университета. Серия: История и философия науки и техники 2012 № 20 С. 27-39
The significance of the education in the field of philosophy of mathematics as the part of both philosohpy and mathematics at the universities is the subject of the article. ...
Added: November 19, 2013
Semenov A., , in : The 6th International Conference "Function Spaces. Differential Operators. Problems of Mathematical Education", dedicated to the centennial anniversary of the corresponding member of Russian Academy of Sciences, academician of European Academy of Sciences L.D. Kudryavtsev. : [б.и.], 2023. P. 19-20.
The report examines the views of Corresponding Member of the Academy of Sciences of the USSR, Professor L. D. Kudryavtsev on higher education and education in general, which are of great relevance today. For L. D. Kudryavtsev, mathematical education was the most important element and type of education, but the principles he developed certainly have ...
Added: March 13, 2024
Poddiakov A., / Cornell University. Series arXiv "math". 2018. No. 1809.03869.
The intransitive cycle of superiority is characterized by such binary relations between A, B, and C that A is superior to B, B is superior to C, and C is superior to A (i.e., A>B>C>A—in contrast with transitive relations A>B>C). The first part of the article presents a brief review of studies of intransitive cycles ...
Added: September 12, 2018
Lando S., Higher Education in Russia and Beyond 2015 No. 4(6) P. 6-8
Traditions of mathematical education in Russia on both school and university level, research done by Russian scientists and its impact on the development of mathematics is considered by many a unique and valuable part of the world cultural heritage. In the present paper, we describe the development of mathematical education in Russian universities after 1955 ...
Added: April 2, 2016
Larina G., Kapuza A., , in : Proceedings of the PME and Yandex Russian conference: Technology and Psychology for Mathematics Education. : M. : SU HSE Publishing House, 2019. P. 278-278.
The competence of mathematical modelling is well conceptualized, thought a much-debated question is how to develop it in schools. International achievement test PISA consider mathematics achievements from the modelling perspective (formulating, employing and interpreting), and provides us with comprehensive data to analyze school factors in math results from the comparative perspective. The goal of our ...
Added: February 5, 2020