IS IT POSSIBLE TO SOLVE THE ANGLE TRISECTION PROBLEM WITH COMPASSSTRAIGHTEDGE CONSTRUCTION (47-48)

IS IT POSSIBLE TO SOLVE THE ANGLE TRISECTION PROBLEM WITH COMPASSSTRAIGHTEDGE CONSTRUCTION (47-48)

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Дата публикации статьи в журнале: 2020/06/11
Название журнала: Американский Научный Журнал, Выпуск: 37, Том: 1, Страницы в выпуске: 47-48
Автор:
K. Marx str., 10, 420111, Kazan, RF , Kazan National Research Technical University (KNRTU-KAI) Radioelectrnics and Informative Measurements technics deparment , Prof.
Автор:
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Автор:
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Анотация: If you pose the question given in the title of this note you will listen a negative answer. In the Google searcher you will receive about 6 million results. It means to find something new in the problem formulated by Greek mathematician is useless. This problem alongside with the circle squaring is considered as undecidable problem.
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DOI: 10.31618/asj.2707-9864.2020.1.37.7
Данные для цитирования: Nigmatullin R.R. . IS IT POSSIBLE TO SOLVE THE ANGLE TRISECTION PROBLEM WITH COMPASSSTRAIGHTEDGE CONSTRUCTION (47-48). Американский Научный Журнал. Физико-математические науки. 2020/06/11; 37(1):47-48. 10.31618/asj.2707-9864.2020.1.37.7

Список литературы: [1] C. Rediske, The Trisection of an Arbitrary Angle: A Classical Geometric Solution, J. of Advances in Mathematics (2018) pp. 7640-7669. DOI: 10.24297/jam.v14i2.7402.