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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 is licensed GPL v2. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. Finite fields (prime and non-prime order). Real and complex numbers (via the Arb. Support is also currently being developed for algebraic number fields (via the Antic. Time to compute a p-adic logarithm to precision 17.

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FLINT: Fast Library for Number Theory | wiki.mpir.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 is licensed GPL v2. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. Finite fields (prime and non-prime order). Real and complex numbers (via the Arb. Support is also currently being developed for algebraic number fields (via the Antic. Time to compute a p-adic logarithm to precision 17.

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6 authors and credits

7 links and references

8 overview

9 integers modulo n

10 p adic numbers

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FLINT: Fast Library for Number Theory | wiki.mpir.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 is licensed GPL v2. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. Finite fields (prime and non-prime order). Real and complex numbers (via the Arb. Support is also currently being developed for algebraic number fields (via the Antic. Time to compute a p-adic logarithm to precision 17.

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FLINT: Fast Library for Number Theory - Links and references

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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 Haskell wrapper for Flint and the ANTIC C library. References to FLINT in the literature and online. Practical divide-and-conquer algorithms for polynomial arithmetic. W Hart and A. Novocin. Efficient implementation of the Hardy-Ramanujan-Rademacher formula.

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FLINT: Fast Library for Number Theory - Development

http://wiki.mpir.org/development.html

FLINT: Fast Library for Number Theory. Development Authors and credits. You can get a clone of the git development repo with:. Git clone git:/ github.com/wbhart/flint2.git flint2. If you want to browse the repository online, or fork it on GitHub, it can be accessed here:. The current development branch within the repository is "trunk". And come and join the growing community of volunteers at our Google development group:. Our GitHub issue tracker: https:/ github.com/wbhart/flint2/issues. Implement subqua...

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FLINT: Fast Library for Number Theory - Downloads

http://wiki.mpir.org/downloads.html

FLINT: Fast Library for Number Theory. For a list of changes in each release, see the NEWS. FLINT 2.x series:. 2015-08-07 flint-2.5.2.tar.gz. Flint-2.5.2.zip. Documentation: flint-2.5.pdf. FLINT 2.5.2). 2015-02-17 flint-2.4.5.tar.gz. Documentation: flint-2.4.5.pdf. 2012-11-09 flint-2.3.tar.gz. Documentation: flint-2.3.pdf. 2011-06-04 flint-2.2.tar.gz. Documentation: flint-2.2.pdf. 2011-03-09 flint-2.1.tgz. Documentation: flint-2.1.pdf. 2011-01-16 flint-2.0.tgz. Documentation: flint-2.0.pdf.

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FLINT: Fast Library for Number Theory - Authors and credits

http://wiki.mpir.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...

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FLINT: Fast Library for Number Theory - News

http://wiki.mpir.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...

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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 is licensed GPL v2. FLINT supports arithmetic with numbers, polynomials, power series and matrices over many base rings, including:. Multiprecision integers and rationals. Finite fields (prime and non-prime order). Real and complex numbers (via the Arb. Support is also currently being developed for algebraic number fields (via the Antic. Time to compute a p-adic logarithm to precision 17.

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