Maqolada tub sonlar mavjud bo‘lgan oraliqlar masalasi qaralgan. Shu sohada olingan natijalar keltirilgan. Binomial koeffisiyentlardan foydalanib Bertran postulatining nisbatan sodda isboti keltirilgan.
| Mualliflar | Saatmurotov, Shohrux |
|---|---|
| Jurnal | TISU ilmiy tadqiqotlari xabarnomasi |
| Nashriyot | Термиз иқтисодиёт ва сервис университети |
| Nashr sanasi | 2023-09-14 |
| Jild | 1 |
| Son | 1 |
| Betlar | 184-189 |
| Til | O‘zbek |
| Ilmiy soha | Iqtisodiyot |
| Indeksga qo‘shilgan | 2026-08-26 |
Sonli ketma-ketlik, tub sonlar, binomial koeffisiyentlar, ifodalash, Riman gipotezasi, dzeta funksiyaning no‘llari, tub sonlar mavjud bo‘lgan oraliqlar
| APA | Saatmurotov, Shohrux (2023). TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA. TISU ilmiy tadqiqotlari xabarnomasi, 1(1), 184-189. https://scientific.tues.uz/BSRTUES/article/view/29 |
|---|---|
| GOST (OAK) | Saatmurotov, Shohrux TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA // TISU ilmiy tadqiqotlari xabarnomasi. – 2023. – T. 1, № 1. – B. 184-189. |
| MLA | Saatmurotov, Shohrux. “TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA.” TISU ilmiy tadqiqotlari xabarnomasi, 1(1), 184-189, 2023. https://scientific.tues.uz/BSRTUES/article/view/29 |
| Chicago | Saatmurotov, Shohrux. “TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA.” TISU ilmiy tadqiqotlari xabarnomasi, 1(1), 184-189 (2023). https://scientific.tues.uz/BSRTUES/article/view/29 |
| Harvard | Saatmurotov, Shohrux (2023) ‘TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA’, TISU ilmiy tadqiqotlari xabarnomasi, 1(1), 184-189. https://scientific.tues.uz/BSRTUES/article/view/29 |
| BibTeX | @article{saatmurotovshohrux2023,
title = {TUB SONLAR ISHTIROK ETGAN BA’ZI BIR ADDITIV MASALALAR HAQIDA},
author = {Saatmurotov, Shohrux},
journal = {TISU ilmiy tadqiqotlari xabarnomasi},
year = {2023},
volume = {1},
number = {1},
pages = {184-189},
url = {https://scientific.tues.uz/BSRTUES/article/view/29}
} |
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