Implementation of selected matrix algorithms i.e. Strassen, Binet, block matrix inversion and block LU factorization with recursive approach.
-
Updated
Jul 12, 2022 - Python
Implementation of selected matrix algorithms i.e. Strassen, Binet, block matrix inversion and block LU factorization with recursive approach.
This repository is focused in some mathematical modeling techniques, such as, such as Newton`s root method, Bolzano theorem and false-position algorithm.
matrix decomposition from scratch for matrix analysis and analysis course capstone of ucas
Repository for project report of numerical analysis course assignment in Faculty of Computer Science UI
Contains all experiments with different types of matrices and operations.
Extreme-scale matrices with specified ∞-norm condition number that do not require pivoting in LU factorization.
Linear Algebra projects of Spring 2021 at CE AUT
Hierarchical solvers is an approximate sparse direct solver, written entirely in Julia.
Solve for the adimensional Pi groups in a list of Unitful parameters, according to the Buckingham-Pi Theorem.
Linear Algebra Step by Step by Kuldeep Singh. Solved step by step through LaTeX
♾️ numerical calculation
This respository contains projects made for the Matrix Calculus and Multivatiate Statistics course at the AGH UST in 2024 by 2 students (one team).
This repo discusses various methods for finding the (possibly many) solutions for the system of linear equations AX = b and also discusses about the sensitivity of the solution X using condition number.
A complete example of batched refactorization in cuSOLVER.
Basic linear algebra stuff in post f77 Fortran.
AUT Multicore Programming Course Materials
Fortran Package Manager library for LUSOL
Parallel implementation of LU factorisation using openMP using dolittle algorithm
complexarith is an attempt to model the complex field arithmetic in Java to be used in mathematical developments.
Add a description, image, and links to the lu-factorization topic page so that developers can more easily learn about it.
To associate your repository with the lu-factorization topic, visit your repo's landing page and select "manage topics."