A tool for debugging and assessing floating point precision and reproducibility.
-
Updated
Jul 1, 2025 - C
A tool for debugging and assessing floating point precision and reproducibility.
Python interface to the QDLDL (https://github.com/osqp/qdldl) free LDL factorization routine for quasi-definite linear systems
Analytic Number Theory high-precision GnuMP routines
Courses and projects developed in the Bachelor in Computer Science program at UNI (National University of Engineering).
Implementation of MUSIC algorithm in C running in real time on Beaglebone using the ADC-001 cape.
Numerical solution of the three-dimensional Poisson equation via the incomplete Cholesky factorization conjugate gradient method
This repo contains some of the well-known algorithms for Numerical Analysis.
Arpra is a C library for analyzing the propagation of numerical error in arbitrary precision IEEE-754 floating-point computations.
Numerical computation programs written in C.
An efficient C/C++ implementation for solving N equations with N unknowns with the help of Gaussian elimination.
This program is used for solving Poisson Equation with several methods. And each methods are parallelized with openMP, MPI and GPU
Course projects of UIUC CSE 566: Numerical Fluid Dynamics
Numerical solution of the 3D Poisson equation using the incomplete Cholesky conjugate gradient method.
We use bisection method to find zeroes of an equation.
This Repository contains solution of all the Numerical Methods practical questions.
Solver for second-order linear differential equations with variable coefficients
All the code from my Bachelors and Masters
Fast numerical methods in computational science
The library extends class Random in the Ruby standard library to efficiently sample random values from various probabilistic distributions
Add a description, image, and links to the numerical-analysis topic page so that developers can more easily learn about it.
To associate your repository with the numerical-analysis topic, visit your repo's landing page and select "manage topics."