Ilim ha’m ja’miyet 2-1-нөмір (2025) · 30-34-беттер

BERNULLI SONLARINING BA’ZI TADBIQLARI

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

Дереккөзден оқу

Аңдатпа

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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Дәйексөз алу

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  -