Ilim ha’m ja’miyet № 5-1 (2025) · Саҳифаҳои 10-12

ÚSh DIAGONALLÍ MATRICAǴA IYE SATSDI AYDAW USÍLÍNDA SANLÍ ShEShIW HÁM KOMPYUTERDE MODELLESTIRIW

Qazimbetova, M.M., Nurullaev, J.A.

Дар манбаъ хондан

Аннотатсия

The article discusses an efficient numerical algorithm for solving a system of linear algebraic equations (SLAE) with a tridiagonal matrix — the Thomas algorithm (also known as the tridiagonal matrix algorithm, TDMA). The step-by-step description of the algorithm, its advantages, limitations, and applications are provided. The implementation of the developed software product based on this algorithm is also presented. The article is enriched with examples of practical applications.

uch diagonalli matritsahaydash usuli (Tomas algoritmi)Gauss usuliYakobi matritsaayirmali matritsabas diagonalhaydash koeffitsientlarisimmetriyali matritsarekkurent nisbatlarustunlik shartlari

Манбаи метамаълумот: бойгонии OAI-PMH-и маҷалла · Sindex матни пурраро нигоҳ намедорад, ба манбаъ пайванд медиҳад.

Иқтибос гирифтан

APA 7 
Qazimbetova, M.M. & Nurullaev, J.A. (2025). ÚSh DIAGONALLÍ MATRICAǴA IYE SATSDI AYDAW USÍLÍNDA SANLÍ ShEShIW HÁM KOMPYUTERDE MODELLESTIRIW. Ilim ha’m ja’miyet, (5-1), 10-12.
GOST R 7.0.5 
Qazimbetova, M.M., Nurullaev, J.A. ÚSh DIAGONALLÍ MATRICAǴA IYE SATSDI AYDAW USÍLÍNDA SANLÍ ShEShIW HÁM KOMPYUTERDE MODELLESTIRIW // Ilim ha’m ja’miyet. 2025. № 5-1. С. 10-12.
BibTeX 
@article{m.m.2025,
  author  = {Qazimbetova, M.M. and Nurullaev, J.A.},
  title   = {ÚSh DIAGONALLÍ MATRICAǴA IYE SATSDI AYDAW USÍLÍNDA SANLÍ ShEShIW HÁM KOMPYUTERDE MODELLESTIRIW},
  journal = {Ilim ha’m ja’miyet},
  year    = {2025},
  number  = {5-1},
  pages   = {10-12}
}
RIS 
TY  - JOUR
AU  - Qazimbetova, M.M.
AU  - Nurullaev, J.A.
TI  - ÚSh DIAGONALLÍ MATRICAǴA IYE SATSDI AYDAW USÍLÍNDA SANLÍ ShEShIW HÁM KOMPYUTERDE MODELLESTIRIW
JO  - Ilim ha’m ja’miyet
PY  - 2025
IS  - 5-1
SP  - 10
EP  - 12
ER  -