Keywords
How to Cite
Abstract
This article investigates the theoretical and practical aspects of constructing the Newton interpolation polynomial, a key method for function approximation. Furthermore, it demonstrates the steps for determining coefficients by constructing a system of linear equations based on given datasets. In the practical section, Python programming code and algorithms for calculating the Newton polynomial using the Gauss elimination method are provided
References
1. G.Y.Soliyeva, M.Y. Eshnazarova. Hisoblash usullari. (Darslik), NamDPI - Namangan, «Mashrab» 2025. 304-b.
2. G.Y.Soliyeva “O‘zbekiston va hindiston ta’limida "hisoblash usullari" fanida lagranj interpolyatsiya ko‘phadini o‘qitish metodikasi” maqola, International Journal of Science and Technology ISSN 3030-3443 Volume 2, Issue 03, March 2025.
3. G.Y.Soliyeva. “Xorijiy va mahalliy tajribada mustaqil o‘rganishni tashkil etishda dasturiy-metodik ta’minotdan foydalanish va talabalarning mustaqil ishlash kompetensiyasini rivojlantirish metodikasini takomillashtirish” tezisi, Respublika konferensiya: “Ilm-fan, texnologiya va ta’limda yangi paradigmalar” mavzusidagi Respublika ilmiy-amaliy konferensiyasi, 2025-yil, 15-18-betlar.