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IMPROVING THE ACCURACY OF INTERPOLATION OF FUNCTIONS IN LAGRANGE AND NEWTON'S METHOD

Dilmurod Mardonov (PhD of Samarkand State University named after Sharof Rashidov) · Akbar Rashidov (PhD of Samarkand State University named after Sharof Rashidov) · Latif Xuramov (PhD of Samarkand State University named after Sharof Rashidov)

Академические исследования в современной науке · 27-34 · 2025

Аннотация

In this work in a limited range located from points harvest was without a break function for L_n (x) Lagrange and In Newton Interpolation Methods approximation has been made, and their interpolation The errors were estimated . At the same time , an improved algorithm for constructing Lagrange and Newton interpolation methods was developed. As a result, it was shown which method is more effective in approximating functions.

Доказательный фрагмент

«In this work in a limited range located from points harvest was without a break function for L_n (x) Lagrange and In Newton Interpolation Methods approximation has been made, and their interpolation The errors were…»

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In this work in a limited range located from points harvest was without a break function for L_n (x) Lagrange and In Newton Interpolation Methods approximation has been made, and their interpolation The errors were… Полный текст публикации CiteX не хранит — доступ к первоисточнику открывается по DOI согласно лицензии издателя и выбранному плану.

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Узбекистан
Ключевые слова
Lagrange interpolation, Newton interpolation error, approximation.
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