Gaussian elimination with partial pivoting and back substitution
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Updated
Aug 26, 2019 - C++
Gaussian elimination with partial pivoting and back substitution
Qt Application to solve linear equations in N variables using Gaussian elimination.
Paper on application of DTMC and code to implement gaussian techniques.
Implementation of parallel algorithms and comparison from speed of operation with sequential implementation. Algorithms: Ant Colony Optimization Algorithm, Gauss Algorithm, Winograd Algorithm
Parallel Programming(CS major elective) programming assignments in the 5th semester. Taught by Prof. Wang Gang.
projeto implementado em linguagem C/C++ com resolução para matrizes triangulares superiores e método de eliminação de Gauss.
Parallel Matrix-Multiplication, Gauss-Elimination, Matrix Inversion using pthreads and openMP
Compute the inverse of a matrix using the Gauss-Jordan method.
Linear algebra library which outputs step-by-step calculations in the terminal.
A matrix linear system resolver in c++
C++ program implementing numerical methods to solve optimization problem
Implementation of the Gauss-Jordan method for inverting matrices.
Library for matrix calculations for C++
Serial Normal Equation Solver for linear regression using Gauss Elimination and Gauss Sidel methods
Gauss-Elimination-Method
Benchmarking three different methods for computing the inverse of a matrix.
Some numerical algorithms implemented in C ++ language and Matlab language.
In numerical analysis, a numerical method is a mathematical tool designed to solve numerical problems. The implementation of a numerical method with an appropriate convergence check in a programming language is called a numerical algorithm
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