Analysis and implementation of the GMRES iterative method for solving sparse linear systems. Numerical Methods course project of Facultad de Ingenieria - UDELAR.

Repositório com implementações de métodos numéricos em Python desenvolvido ao longo da disciplina DCC008X - Cálculo Numérico

a program that solves linear system of equation using different methods (Gauss Elimination, Gauss Jordan, LU Decomposition, Gauss Seidel, Jacobi Iteration)

This repository contains numerical methods for finding solutions of a nonlinear equation, as well as nonlinear and linear equations' systems.

A Linear system solver built using Gaussian Elimination.

This project provides a graphical user interface (GUI) application for performing common numerical analysis tasks. Built with CustomTkinter for a user-friendly experience, it empowers you to solve linear systems and perform numerical integration.

This project implements a linear solver using triangulation methods to efficiently solve systems of linear equations. Developed for the "Calcul formel et Numérique" course INFO-F205, it focuses on reducing systems to upper triangular form for easy resolution.

Programa em python para realizar o passo a passo do processo de escalonamento de matrizes pelo método da eliminação gauss-Jordan

Numerical analysis algorithms

A near-term quantum algorithm for solving linear systems of equations based on the Woodbury identity

Python implementation of Cholesky Decomposition