SHUR TEOREMASI VA UNING OLIMPIADA MASALALARIGA TATBIQI

Farrux Maxmudov; Jahongir Norboyev

SHUR TEOREMASI VA UNING OLIMPIADA MASALALARIGA TATBIQI

Authors

Farrux Maxmudov O‘zMU Matematika fakulteti talabasi, xalqaro olimpiadalar g‘olibi
Jahongir Norboyev O‘zMU Matematika fakulteti talabasi, xalqaro olimpiadalar g‘olibi

Keywords:

ko‘phad, tub son, progressiya, ketma-ketlik, koeffitsiyent.

Abstract

Ushbu maqolada ko‘phadlar nazariyasida muhim hisoblangan Shur teoremasi va olimpiada masalalariga tatbiqi keltirilgan. Nufuzli olimpiada maasalalari va ularning yechimlari batafsil tushuntirilgan. Mustaqil yechish uchun yetarlicha masalalar berilgan.

References

Titu Andreescu, Gabriel Dospinescu and Oleg Mushkarov. Number Theory: Concepts and Problems. XYZ press, 2017.

Andreescu Titu and D. Andrica. Number Theory: Structures, Examples and Problems. Boston, MA: Birkhuser, 2009.

Masum Billal , Amir Parvardi. Topics in Number Theory: an Olympiad-Oriented Approach 2018

E. Landau, Elementary Number Theory, Chelsea (New York), 1958.

Downloads

Published

2023-08-28

How to Cite

Maxmudov, F., & Norboyev , J. (2023). SHUR TEOREMASI VA UNING OLIMPIADA MASALALARIGA TATBIQI. Educational Research in Universal Sciences, 2(8 SPECIAL), 152–155. Retrieved from http://erus.uz/index.php/er/article/view/3637