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Flint2: Haskell bindings for the flint library for number theory

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A Haskell Wrapper for Flint This library provides access to the functionality of the FLINT. So what is it? FLINT is a C library for doing number theory, freely available under the GNU LGPL at <a href="https://flintlib.org">https://flintlib.org</a> At its core, FLINT provides arithmetic in standard rings such as the integers, rationals, algebraic, real, complex and p-adic numbers, finite fields, and number fields. It also provides polynomials (univariate and multivariate), power series, and matrices. At the research frontier FLINT has been used for many large scale research computations (e.g. A Trillion Triangles) and has been cited in hundreds of publications. FLINT's authors themselves have published more than 20 papers describing new algorithms first implemented within or on top of FLINT.

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Properties

Versions 0.1.0.0, 0.1.0.1, 0.1.0.2, 0.1.0.2, 0.1.0.3, 0.1.0.4, 0.1.0.5
Change log ChangeLog.md
Dependencies base (>=4.7 && <5), containers (>=0.6.5 && <0.7), groups (>=0.5.3 && <0.6), QuickCheck (>=2.14.3 && <2.15) [details]
License GPL-2.0-only
Copyright Copyright (c) 2023 Hartmut Monien
Author Hartmut Monien
Maintainer hmonien@uni-bonn.de
Category Math
Home page https://github.com/monien/Flint2#readme
Bug tracker https://github.com/monien/Flint2/issues
Source repo head: git clone https://github.com/monien/Flint2
Uploaded by monien at 2023-11-16T14:02:02Z

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examples of complex_plot in Flint2-examples

Flint2

Flint2 provides a thin Haskell wrapper for Flint C-library.

Installation

cabal install Flint2 --lib

The depencies are minimal. Flint2 relies on just three libraries: QuickCheck, groups, containers.

Quick Start

A simple example for the application of the library is the factorization of \(2^{256}-1\):

import Data.Number.Flint

main = print $ factor (2^256 - 1 :: Fmpz)

runnnig main prints

[(3,1),(5,1),(17,1),(257,1),(641,1),(65537,1),(274177,1),(6700417,1),(67280421310721,1),(59649589127497217,1),(5704689200685129054721,1)]

examples can be found soon in FLINT2-Examples.