|
License Agreement on scientific materials use.
|
DEVELOPING CONSISTENCY OF SPEECH WHILE STUDYING HIGHER MATHEMATICS AT TECHNICAL HIGHER SCHOOL
|
Khudoyar Khairullaevich Usmanov
National Research University “Moscow Power Engineering Institute” (Branch) in Volzhsky
Lyudmila Gennad'evna Ustinova
National Research University “Moscow Power Engineering Institute” (Branch) in Volzhsky
Natal'ya Gennad'evna Khodyreva
National Research University “Moscow Power Engineering Institute” (Branch) in Volzhsky
|
|
Submitted:
September 1, 2015
|
|
Abstract.
The article is devoted to the problem of developing the consistency of students’ speech while studying higher mathematics at technical higher school. The paper analyzes the conception of speech consistency, reveals its provisions. The authors conclude that the study of the basic rules of logic plays an essential role in developing the consistency of students’ speech. It is proposed to use the elements of mathematical logic while proving certain theorems of higher mathematics course. The researchers examine the structure of the proof of one of Fermat’s theorems from the viewpoint of mathematical logic.
|
Key words and phrases:
логичность речи
математическая логика
основные законы логики
высшая математика
методика преподавания
доказательство теоремы
consistency of speech
mathematical logic
basic rules of logic
higher mathematics
methods of teaching
theorem proof
|
|
Open
the whole article in PDF format. Free PDF-files viewer can be downloaded here.
|
|
References:
- Аристотель. Метафизика. Переводы. Комментарии. Толкования / сост. и подг. текста С. И. Еремеев. СПб.: Алетейя; Киев: Эльга, 2002. 832 с.
- Головин Б. Н. Основы культуры речи: учеб. для вузов по спец. «Рус. яз. и лит.». 2-е изд., испр. М.: Высшая школа, 1988. 320 с.
- Лихтарников Л. М., Сукачева Т. Г. Математическая логика. Курс лекций. Задачник-практикум и решения: учебное пособие для вузов. СПб.: Лань, 1999. 288 с.
- Рузавин Г. И. Логика и аргументация: учебное пособие для вузов. М.: Культура и спорт; ЮНИТИ, 1997. 351 с.
- Судоплатов С. В., Овчинникова Е. В. Элементы дискретной математики: учебник. М.: ИНФРА-М; Новосибирск: Издательство НГТУ, 2002. 280 с.
|
