INTERPOLATION USING CLASSICAL METHODS, A NEW METHOD IS OBTAINED USING CENTRAL DIFFERENCES, THEY ARE COMPARED WITH JASHIM'SUDDIN
The purpose of this article is to analyze the results of interpolation for a specific problem to decide, depending on the numerical result, which of these is closest to the real value. For this, the methods will be used: Newton's finite differences, Lagrange, Newton's divided differences, this new method that uses central differences and Jashim Uddin's:
INTERPOLATION USING CLASSICAL METHODS, A NEW METHOD IS OBTAINED USING CENTRAL DIFFERENCES, THEY ARE COMPARED WITH JASHIM'SUDDIN
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DOI: https://doi.org/10.22533/at.ed.1317412409018
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Palavras-chave: interpolation, finite differences, Newton, Lagrange, divided differences, central finite differences, Jashim Uddin
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Keywords: interpolation, finite differences, Newton, Lagrange, divided differences, central finite differences, Jashim Uddin
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Abstract:
The purpose of this article is to analyze the results of interpolation for a specific problem to decide, depending on the numerical result, which of these is closest to the real value. For this, the methods will be used: Newton's finite differences, Lagrange, Newton's divided differences, this new method that uses central differences and Jashim Uddin's:
- Alfonso Jorge Quevedo Martínez
- Esiquio Martín Gutiérrez Armenta
- Marco Antonio Gutiérrez Villegas
- Israel Isaac Gutiérrez Villegas
- Javier Norberto Gutiérrez Villegas
- José Alejandro Reyes Ortiz
- Josué Figueroa González
