Ilim ha’m ja’miyet Issue 2-1 (2025) · pp. 30-34

BERNULLI SONLARINING BA’ZI TADBIQLARI

Prenov, B.B., Abdullayev, J.Sh., Xaldibayeva, I.T.

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Abstract

In this article, there are considered some applications of complex variable power series, in which with the help of Bernoulli’s numbers, the method of calculating the sum p+2^p+3^p+...+n^p=Σj^p for an arbitrary natural number p is given. The article may be of interest to senior undergraduate students majoring in mathematics and master's degree students.

Bernulli sonlaridarajali qatorlaryaqinlashish radiusichekli yigʻindiчисла Бернуллистепенные рядырадиус схадимостиконечная суммаBernoulli numberspower series

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Cite

APA 7 
Prenov, B.B., Abdullayev, J.Sh. & Xaldibayeva, I.T. (2025). BERNULLI SONLARINING BA’ZI TADBIQLARI. Ilim ha’m ja’miyet, (2-1), 30-34.
GOST R 7.0.5 
Prenov, B.B., Abdullayev, J.Sh., Xaldibayeva, I.T. BERNULLI SONLARINING BA’ZI TADBIQLARI // Ilim ha’m ja’miyet. 2025. № 2-1. С. 30-34.
BibTeX 
@article{b.b.2025,
  author  = {Prenov, B.B. and Abdullayev, J.Sh. and Xaldibayeva, I.T.},
  title   = {BERNULLI SONLARINING BA’ZI TADBIQLARI},
  journal = {Ilim ha’m ja’miyet},
  year    = {2025},
  number  = {2-1},
  pages   = {30-34}
}
RIS 
TY  - JOUR
AU  - Prenov, B.B.
AU  - Abdullayev, J.Sh.
AU  - Xaldibayeva, I.T.
TI  - BERNULLI SONLARINING BA’ZI TADBIQLARI
JO  - Ilim ha’m ja’miyet
PY  - 2025
IS  - 2-1
SP  - 30
EP  - 34
ER  -