The great mathematicians of the past and their great theorems
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The brochure proves the remarkable theorems of the great mathematicians of the past - Archimedes (the theorem on the volume of the ball) , Fermat (theorem on the representation of prime numbers in the form of the sum of two squares of natural numbers) , Euler (e i 1), Lagrangian (theorem on the representation of any natural number in the form of the sum of four squares of integers) and Gauss (theorem on the construction of a compass and a ruler of the correct seventeen-gon) The text of the brochure is the processing of the recording of the lecture given by the author on October 30, 1999 on the Small Mekhmat for schoolchildren of grades 9-11 (record E. N. Octopus, processing P. M. Blacksmith). The brochure is intended for a wide range of readers interested in mathematics: high school students, junior students, teachers . First Edition - November 1999.
LF/406328269/R
Data sheet
- Name of the Author
- Тихомиров В.М.
- Language
- Russian
- Series
- Библиотека «Математическое просвещение», Выпуск 1
- ISBN
- 9785940571100
- Release date
- 2003
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The brochure proves the remarkable theorems of the great mathematicians of the past - Archimedes (the theorem on the volume of the ball) , Fermat (theorem on th...