UDC 511-33

8 WEB– A MATRIX OF GEOMETRICAL REPRESENTATIONS OF THE SIMPLE AND ASSOCIATED WITH THEM COMPOSITE NUMBERS OF A DZHOINT-ROW

Erdniyev Batyr Pyurveevich1, Goryaev Vladimir Mikhaylovich2, Batalayev Arslan Viktorovich3
1Kalmyk state university, doctor of pedagogical sciences, professor of department of mathematics, informatics and technique of teaching
2Kalmyk state university, candidate of pedagogical sciences, associate professor, department chair of information technologies
3Kalmyk state university, graduate student of department of mathematics, informatics and technique of teaching

Abstract
In work periodic table of prime and composite numbers is presented. The period is defined from combination of Christmas theorems of Fermat for prime numbers: p=4k+1; p=8k+1; p=8k+3; p=6k+1 when prime numbers decay respectively in the sum of two, three and four squares. Triads are under construction of these decomposition rectangular, obtusangular, acute triangles with angles 120o, 60o, 45o, 135o and the fours of rectangular parallelepipeds. Prime numbers of a look 6k+1 are representable in a configuration of the correct triangle in which triangles and trapezes are allocated.

Category: Mathematics

Article reference:
Erdniyev B.P., Goryaev V.M., Batalayev A.V. 8 WEB– a matrix of geometrical representations of the simple and associated with them composite numbers of a dzhoint-row // Researches in Science. 2015. № 4 [Electronic journal]. URL: http://science.snauka.ru/en/2015/04/9182

View this article in Russian

Sorry, this article is only available in Русский.



All articles of author «Arslan»


© If you have found a violation of copyrights please notify us immediately by e-mail or feedback form.

Contact author (comments/reviews)

Write comment

You must authorise to write a comment.

Если Вы еще не зарегистрированы на сайте, то Вам необходимо зарегистрироваться: