Software · Education & science

Basic Numerical Methods

Didactic application to aid students in learning Numerical Methods;.

Completely free
Windows and Linux
Open source

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Geographic availability: No geographic restriction found in our sources; availability is not checked country by country.

Technical details

Pricing: Completely freeconfirmed by Flathub
License: GPL-3.0+ — Open source (copyleft)confirmed by Flathub
Open source: Yes
Commercial use: Yesconfirmed by Official plan pages (pricing, licence, terms), Flathub
Account required: not documented
Credit card required: Noconfirmed by Flathub
Watermark: Not applicable
Ads: not documented
Platforms: Windows and LinuxEstablished by Linux: Flathub, Unspecified source · Windows: Unspecified source
Publisher: Mohamed HAFIANE
Latest version: 1.9.1 (1 September 2026)
Latest activity: 31 August 2026
Source code: github.com/hafmed/Basic-Numerical-Methods-qml

At a glance

All of Basic Numerical Methods is free: no feature is locked behind a paid plan, and its code is open.

Its licence (GPL-3.0+) is a copyleft open source licence: you may use, study, modify and redistribute it, including commercially; modified versions must keep the same licence.

Strengths

Open source code
Commercial use allowed

About

A practical tool (for students and engineers) to foresee the result of calculus exercises. Calculation and visualization numerical methods for nonlinear equation, ODE, integration, linear system, nonlinear system, polynomial approximation, ..... Features: Easy, intuitive GUI; Compute roots of nonlinear equations (Bracketing methods (Bisection, Regula-Falsi) and Open Methods (Newton-Raphson,fixed point and secant)); Solving systems of linear equations (Direct methods (Gauss) and Iterative methods (Jacobi, Gauss-Seidel)); Solving systems of nonlinear equations (fixed point and Newton-Raphson); Polynomial approximation calculator (Lagrange, Newton's Interpolating Polynomials); Calculate numerical integral (Trapezoidal, and Simpson's 1/3 and Simpson's 3/8 rules); Solve first order ordinary differential equation (Euler, Runge-Kutta and Kutta-Merson); Plot the original expression and result within a given range; English GUI.

Description from Flathub — AppStream (Flathub)

Sources and checks

Facts collected from Official plan pages (pricing, licence, terms) (commercial use) — 10 November 2026
Facts collected from Flathub (credit card, source code, publisher, licence, free status, platforms, commercial use, version) — 9 November 2026
Facts collected from Unspecified source (platforms) — 9 November 2026
Last technical check: 8 November 2026
Description from Flathub — AppStream (Flathub)

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