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FLINT: Fast Library for Number Theory

FLINT: Fast Library for Number Theory. FLINT is a C library for doing number theory, maintained by William Hart. FLINT was licensed GPL v2. Up to and including version 2.5. Our current development version (and subsequent releases) are licensed LGPL v2.1. After the contributors agreed to change the license in April 2016. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. With FLINT, versus Magma. Uses FLIN...

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FLINT: Fast Library for Number Theory | flintlib.org Reviews
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FLINT: Fast Library for Number Theory. FLINT is a C library for doing number theory, maintained by William Hart. FLINT was licensed GPL v2. Up to and including version 2.5. Our current development version (and subsequent releases) are licensed LGPL v2.1. After the contributors agreed to change the license in April 2016. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. With FLINT, versus Magma. Uses FLIN...
<META>
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1 overview news
2 features
3 benchmarks
4 downloads
5 development
6 authors and credits
7 links and references
8 overview
9 integers modulo n
10 p adic numbers
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overview news,features,benchmarks,downloads,development,authors and credits,links and references,overview,integers modulo n,p adic numbers,extension library,benchmark,and mpfr,libraries,and macaulay2,contact william hart,flint devel mailing list
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FLINT: Fast Library for Number Theory | flintlib.org Reviews

https://flintlib.org

FLINT: Fast Library for Number Theory. FLINT is a C library for doing number theory, maintained by William Hart. FLINT was licensed GPL v2. Up to and including version 2.5. Our current development version (and subsequent releases) are licensed LGPL v2.1. After the contributors agreed to change the license in April 2016. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. With FLINT, versus Magma. Uses FLIN...

INTERNAL PAGES

flintlib.org flintlib.org
1

FLINT: Fast Library for Number Theory - News

http://www.flintlib.org/news.html

FLINT: Fast Library for Number Theory. 2016-04-28: The license for FLINT (repository and subsequent releases) is changed to LGPL v2.1 after consultation with our contributors this month. Thanks to everyone involved in the license change. 2015-08-12: FLINT 2.5.2 is released! This fixes a number of build issues for various platforms. 2015-08-12: FLINT 2.5.1 is released! This fixes a number of build issues for various platforms, including OSX and Windows MSVC. 2015-08-07: FLINT 2.5 is released! September 20...

2

FLINT: Fast Library for Number Theory - Benchmarks

http://www.flintlib.org/benchmarks.html

FLINT: Fast Library for Number Theory. This page shows how FLINT compares to other software on a selection of artificial benchmarks. Polynomial factorisation over Z/pZ. Time (s) to factor the degree- n. Pari/GP 2.5.4. Arithmetic with p-adic numbers. Time (s) to compute a p. Adic logarithm to precision 17. CPU: Xeon X5670, 2.93 GHz. FLINT uses rectangular splitting series evaluation for small n. Factorisation of word-size integers. Time (s) to factor 10000 consecutive n. 10000), where n. This example illu...

3

FLINT: Fast Library for Number Theory - Links and references

http://www.flintlib.org/links.html

FLINT: Fast Library for Number Theory. Uses FLINT as the default package for polynomial arithmetic over Z, Q and Z/nZ for small n. Work is currently in progress to use FLINT in Singular. An implementation of fully homomorphic encryption using FLINT. A computer algebra package for the Julia programming language. A FLINT wrapper for Haskell. References to FLINT in the literature and online. Practical divide-and-conquer algorithms for polynomial arithmetic. W Hart and A. Novocin. J-S Coron, D. Naccache,...

4

FLINT: Fast Library for Number Theory - Authors and credits

http://www.flintlib.org/authors.html

FLINT: Fast Library for Number Theory. Authors and credits Links and references. FLINT has been developed since 2007 by a large number of people. Initially the library was started by David Harvey and William Hart. Later maintenance of the library was taken over solely by William Hart. The authors of FLINT to date:. William Hart - integer and polynomial arithmetic, factorisation and primality testing, general infrastructure (supported by EPSRC Grant EP/G004870/1 and DFG Priority programme SPP1489). Jan Tu...

5

FLINT: Fast Library for Number Theory - Features

http://www.flintlib.org/features.html

FLINT: Fast Library for Number Theory. FLINT is a collection of modules, with an interface similar to that of the GMP. Library. For example, the FLINT. Type (representing a polynomial with multiprecision integer coefficients) and provides methods such as. Starting with FLINT 2.4, more specialised or experimental modules are also available in the form of extension libraries (see below). Flintxx - C wrapper. Provides an object-oriented interface with operator overloading. Probable prime tests (BPSW, Fermat...

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RStudio Server Amazon Machine Image (AMI) - Louis Aslett

http://www.louisaslett.com/RStudio_AMI

RStudio Server Amazon Machine Image (AMI). Quick Reference (11th May 2016). Amazon instance type reference. Click to launch through AWS. West, N. California. South America, São Paulo. Asia Pacific, Singapore. Asia Pacific, Tokyo. Asia Pacific, Seoul. Asia Pacific, Sydney. RStudio on port 80 ( HTTP. What’s new recently? Julia and Python now supported, along with Jupyter web interface. Shiny server for public access to shiny apps. Updated R and RStudio versions. Updated Ubuntu to Xenial. Specifically targe...

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Summer of code at FLINT: May 2013

http://nessflint.blogspot.com/2013_05_01_archive.html

Summer of code at FLINT. Wednesday, 8 May 2013. My name is Tom Bachmann and I'm applying for the Google Summer of Code programme to the FLINT project. In case anyone isn't aware, FLINT. Them Basically, anything you might want to ask about particular elements of the ring of integers, FLINT should be able to do. Similar support exists for the rational numbers, finite fields, and polynomial and matrix rings over these. In my case, I'm applying to the lmonade platform. Be evaluated as tmp1 = a b; tmp2 = c d.

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polymake wiki :: Available Extensions

https://www.polymake.org/doku.php/extensions

Lattice Polytopes and Toric Geometry. Supports an extension system. For writing and maintaining outside the distribution. Please contact the extension's authors if you have questions. Lattice Polytopes and Toric Geometry. Silke Horn: poly db. Access to the polymake polytope database. Releases and other information: poly db. Lars Kastner/Benjamin Lorenz: Toric Varieties and Singular interface. Benjamin Lorenz: classification of smooth lattice polytopes with few lattice points. Polymake 2.12: DefectPol...

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8 projects for Google Summer of Code 2014 — lmona.de

http://www.lmona.de/about/news/8-projects-for-google-summer-of-code-2014

DFG Priority Project SPP 1489. Only in current section. 8 projects for Google Summer of Code 2014. 8 projects for Google Summer of Code 2014. Lmonade will be hosting 8 students projects within the Google Summer of Code program this year. Accepted proposals for the Google Summer of Code. GSoC) program were announced yesterday. In our second year as a mentoring organization, we are thrilled to host 8 projects. Here is a short list of this summer's projects:. William Alumbaugh with "M1RI". Apr 22, 2014.

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Google Summer of Code 2014! — lmona.de

http://www.lmona.de/about/news/gsoc-2014-lmonade-has-been-accepted-again-as-a-mentoring-organisation

DFG Priority Project SPP 1489. Only in current section. Google Summer of Code 2014! Google Summer of Code 2014! Lmonade has once again been accepted as a mentoring organzation in the GSoC program. As a mentoring organization, lmonade promotes ideas to improve various open source/free scientific software, especially computational algebra and image processing projects. This year, lmonade is acting as an umbrella organization for the following projects:. You can read more about lmonade and gsoc 2014 here.

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SageMath - Open-Source Mathematical Software System

http://www.sagemath.org/index.html

A Tour of SageMath. Is a free open-source. Mathematics software system licensed under the GPL. It builds on top of many existing open-source packages: NumPy. Access their combined power through a common, Python-based language or directly via interfaces or wrappers. Creating a viable free open source alternative to Magma, Maple, Mathematica and Matlab. Do you want to learn how to use SageMath? Download and read Sage for Undergraduates. By Gregory Bard or. Calcul mathématique avec Sage. Middot; Press Kit.

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Finite Fields: Surprisingly Tricky to Implement Well · Graham Enos

http://grahamenos.com/2014/09/09/finite-fields

A data scientist/applied research mathematician's side project notebook. Math, statistics, programming, and data. Finite Fields: Surprisingly Tricky to Implement Well. Sorry for taking so long to post again, fearless reader; I’ve recently moved to a new house, so most of my outside-of-work-energy has been spent dealing with all that entails. This also means that this post is probably not as polished as I may have hoped. Finite Fields are Important. Finite fields have quite important real-world applicatio...

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My brain is open! | I post about things I like, maybe you like them too? | Page 2

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My brain is open! I post about things I like, maybe you like them too? June 22, 2014. GSoC with Flint – Week 5. Can give some factors of the determinant for free when computing it but this is certainly not guaranteed to give us useful information in light of the above. Nevertheless I would like to try and finish implementing this at some point, but don’t want to slow the whole project down just working on this. Next week I’ll begin working on the algorithm given by Pernet and Stein. June 15, 2014. I&#821...

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Fredrik Johansson: Euler-Maclaurin summation of hypergeometric series

http://fredrik-j.blogspot.com/2010/07/euler-maclaurin-summation-of.html

Wednesday, July 28, 2010. Euler-Maclaurin summation of hypergeometric series. I recently fixed another corner case (it's always the corner cases that are hard! In the hypergeometric function evaluation code in mpmath. The difficulty in question concerns the functions. Of which the Gauss hypergeometric function. Is an important special case. These functions can be thought of as generalizations of the geometric series. And the natural logarithm. Numerical evaluation is fairly easy for z. Which is extremely...

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FLINT: Fast Library for Number Theory

FLINT: Fast Library for Number Theory. FLINT is a C library for doing number theory, maintained by William Hart. FLINT was licensed GPL v2. Up to and including version 2.5. Our current development version (and subsequent releases) are licensed LGPL v2.1. After the contributors agreed to change the license in April 2016. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. With FLINT, versus Magma. Uses FLIN...

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Flint Public Library | Flint Public Library’s Building Project Photos

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