Gauss va LU-parchalanish usullari orqali CHATSni yechish

Authors

  • Asiya Umirbaeva Muhammad al-Xorazmiy nomidagi TATU
  • Afro‘z Qahhorov Muhammad al-Xorazmiy nomidagi TATU
  • Bekzod Amonqulov Muhammad al-Xorazmiy nomidagi TATU
  • Abrorjon Turg‘unov Muhammad al-Xorazmiy nomidagi TATU

Keywords:

chiziqli tenglamalar sistemasi, Gauss usuli, LU parchalanish, uchburchak matritsa, Doolittle usuli, sonli usullar, algebraik modellashtirish

Abstract

Mazkur maqolada chiziqli algebraik tenglamalar sistemasini yechishning samarali sonli usullari - Gauss va LU parchalanish usullari tahlil qilinadi. Gauss usulining bosqichma-bosqich uchburchak ko‘rinishga keltirish jarayoni hamda teskari qo‘yish usuli asosida yechim topish mexanizmi yoritiladi. Shuningdek, LU parchalanish usulining mohiyati, ya’ni koeffitsiyentlar matritsasini pastki va yuqori uchburchak matritsalar ko‘paytmasi ko‘rinishida ajratish jarayoni bayon etiladi. Har ikki usulning afzalliklari, qo‘llanish sohalari va amaliy ahamiyati ko‘rsatib beriladi. Kalit soʻzlar: chiziqli tenglamalar sistemasi, Gauss usuli, LU parchalanish, uchburchak matritsa, Doolittle usuli, sonli usullar, algebraik modellashtirish

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Published

2026-03-24

How to Cite

Asiya Umirbaeva, Afro‘z Qahhorov, Bekzod Amonqulov, & Abrorjon Turg‘unov. (2026). Gauss va LU-parchalanish usullari orqali CHATSni yechish . Science and Education, 7(3), 16–21. Retrieved from https://www.openscience.uz/index.php/sciedu/article/view/8553

Issue

Vol. 7 No. 3 (2026): Science and Education

Section

Exact Sciences

License

Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.