Work

Utilización del método numérico de la cuadratura de Carl Friedrich Gauss en conducción de calor.

Year: 2024

Type: article

Abstract: This article aims to mention the great contribution of the Riemann mathematician Georg Friedrich Bernhard, who gave the step to analytical integration to what is today called integral calculus, and to the fundamental theorem of calculus, to find the solution of a function of analytical way but in general there are an infinite number of which this one cannot be found, a method that anyone can use will be used, with these methods applications are made in which one has good results, but in another the opposite results happen. are not good, the primitive is also calculated to compare them with this one, in this work the numerical method of quadrature of Carl Friedrich Gauss will be used.

Source: RICT Revista de Investigación Científica, Tecnológica e Innovación

Authors: Gutierrez Villegas, Javier Norberto, Gutierrez Villegas, Israel Isaac, Gutiérrez Armenta , Esiquio Martín, Gutiérrez Villegas , Marco Antonio, Gutierrez Armenta, Minerva del mar, Figueroa Flores , Juan Manuel, Martínez Magaña, Áyax Saúl

Institutions: Tecnológico Nacional de México, Tecnológico de Estudios Superiores de Ecatepec, Instituto Politécnico Nacional

Language: Spanish

Topic: Mathematical and Computational Methods

Subfield: Modeling and Simulation

Field: Mathematics

Domain: Physical Sciences

Open Access status: diamond

OpenAlex ID: W7220126414

FWCI:

Cites: 3

Cited by:

Related to: 10