C++ Matrix -- High performance and accurate (e.g. edge cases) matrix math library with expression template arithmetic operators
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Updated
Apr 5, 2024 - C++
C++ Matrix -- High performance and accurate (e.g. edge cases) matrix math library with expression template arithmetic operators
A powerful string expression evaluator for VBA and LO Basic, which puts more than 100 mathematical, statistical, financial, date-time, logic and text manipulation functions at the user's fingertips.
Codes for popular numerical optimization methods and machine learning algorithms
Python application to calculate Determinant of a Matrix that works on Android, Windows & Linux. Built using GUI framework kivy/kivymd
Sample codes for parallel programming using OpenMP on CPU and CUDA on GPU
A collection of some of the most frequently used Algorithms in C++ and Python
A library providing modules with easy to use matrix operations for real(8) and complex(8) arrays
a very simple implementation of determinant calculation of a 3 * 3 matrix in a GUI form
This application contains a set of examples for all mayor linear algebraic algorithms. Within the source code there are definitions and complex descriptions to the different aspects of computing bidimentional arrays of any size. This project focuses in computing systems of equations of nxn size.
The Cramer, Determinant, Coefficient, Multiplication for the matrix.
Utilize essa calculadora de sistemas lineares para resolver e classificar sistemas de equações lineares.
Project 2 for Numerical Analysis course.
matrix-java is a Java library for manipulating matrices.
Calculadora de determinantes em C++.
Some stuff ...
no_std implementation of mathematical matrix types in Rust
Divide and Conquer technique. Menu based program for recursive functions of: 1) Merge Sort, (2) Merge Sort For Linked List, (3) Find a Value in a Matrix and (4) Determinant of a Matrix
Ini adalah repository untuk Tugas Besar Aljabar Linear dan Geometri 1 dengan judul "Sistem Persamaan Linier, Determinan, dan Aplikasinya".
Math library
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