MPI parallelization for various numerical methods and miscellaneous problems using FORTRAN
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Updated
May 31, 2023 - Fortran
MPI parallelization for various numerical methods and miscellaneous problems using FORTRAN
OpenMP parallelization for various numerical methods and miscellaneous problems using FORTRAN
I would like to showcase the group projects that were completed by my friends and myself as part of our numerical analysis course.
a program that solves linear system of equation using different methods (Gauss Elimination, Gauss Jordan, LU Decomposition, Gauss Seidel, Jacobi Iteration)
implementation of some basic numerical method and problem using C language, Course Math-304
Explore numerical methods implemented in PHP for solving equations and integrals. Enhance your understanding of numerical analysis techniques.
Exemple d'itérations de la méthode de Jacobi pour la résolution du système linéaire AX=B
solving numerical problems with Python/Fortran
Analytica is a web app to solve systems of linear equations using different algebraic and numerical methods. Not only showing the final solution, but all the steps involved to get that solution.
Concurrent partial differential equation solver
SIstema de Ecuaciones Lineales - Calculador de soluciones para ecuaciones lineales de cualquier grado
Programme qui résoud un systéme linéaire par la méthode de Jacobi
A C++ Poisson Equation solver performing Gauss-Seidel (vanilla) & Red-Black, Jacobi methods
Implementation of the Jacobi and Gauss-Seidel iterative methods
Study & Performance Analysis on MPI and OpenMp program, solving Poisson Equation with Jacobi Method
A sort of functions in Scilab so as to execute the iterative methods for sparse linear systems.
OpenMP parallelization for various numerical methods and miscellaneous problems using C
OpenACC GPU parallelization for various numerical methods and miscellaneous problems using FORTRAN
This repository is focused in some mathematical modeling techniques, such as, such as Newton`s root method, Bolzano theorem and false-position algorithm.
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