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#

root-finding

Here are 210 public repositories matching this topic...

A collection of resources regarding the interplay between differential equations, deep learning, dynamical systems, control and numerical methods.

  • UpdatedSep 13, 2024

Root finding functions for Julia

  • UpdatedFeb 20, 2026
  • Julia
MKL.NET

A simple cross platform .NET API for Intel MKL

  • UpdatedSep 17, 2025
  • C#
numerical-veliz

Reverse engineering, getting root access to Tenda MW6 wifi mesh router

  • UpdatedApr 16, 2025
  • Shell
Fatou.jlrklib

Slides/notes and Jupyter notebook demos for an introductory course of numerical analysis/scientific computing

  • UpdatedFeb 18, 2026
  • Jupyter Notebook

Fast complex polynomial root finder, with support for arbitrary precision calculations

  • UpdatedDec 1, 2025
  • Julia

A modern c++ root finding algorithm based on the original Jenkins-Traub RPOLY software.

  • UpdatedJun 6, 2018
  • C++

Root repo - A database for android root methods

  • UpdatedSep 6, 2024

Solve symbolically defined systems of non-linear equations numerically.

  • UpdatedAug 23, 2025
  • Python
roots-fortran

A modern Fortran library for finding the roots of continuous scalar functions of a single real variable, using derivative-free methods.

  • UpdatedJan 26, 2025
  • Fortran

Root-Finder is a header-only univariate polynomial solver, which finds/counts all real roots of any polynomial within any interval.

  • UpdatedNov 19, 2022
  • C++
ddeabm

Modern Fortran implementation of the DDEABM Adams-Bashforth algorithm

  • UpdatedJan 19, 2025
  • Fortran

Root-Finder is a header-only univariate polynomial solver, which finds/counts all real roots of any polynomial within any interval.

  • UpdatedJul 19, 2021
  • C++

Python wrapper of Minpack (root finding) which can be called from within numba functions.

  • UpdatedMay 28, 2025
  • Fortran

Repository for Numerical Analysis course given by Assoc. Prof. Dr. Bora Canbula at Computer Engineering Department of Manisa Celal Bayar University.

  • UpdatedNov 8, 2025
  • Jupyter Notebook

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