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The Fast Library for Number Theory (FLINT) … The Fast Library for Number Theory (FLINT) is a C library for number theory applications. The two major areas of functionality currently implemented in FLINT are polynomial arithmetic over the integers and a quadratic sieve. The library is designed to be compiled with the GNU Multi-Precision Library (GMP) and is released under the GNU General Public License. It is developed by of the University of Kaiserslautern (formerly University of Warwick) and of University of New South Wales (formerly Harvard University) to address the speed limitations of the PARI and NTL libraries.limitations of the PARI and NTL libraries.
, The Fast Library for Number Theory (FLINT) は数論の計算を行うために高度に最適化されたC言語のライブラリである。現在 FLINT は多項式の計算や (en) などを実装している。FLINT は GNU MP を利用するように作られており、GPL にしたがった利用、再配布などが行えるようになっている。開発はウォーリック大学の (en) およびハーバード大学の (en) によって行われており、PARI/GP や に迫る演算速度を目指している。
, 快速数论函数库 (英語：Fast Library for Number Theory，簡稱：FLINT)是一个的高度优化的C语言数论函数库。主要功能包括整数、有理数和有限域上的多项式算术和二次筛法。该库被设计使用 GNU多重精度运算库编译的，并在 GNU通用公共许可协议 下发布. 这个库由华威大学的 William Hart 和哈佛大学的 David Harvey 开发和维护，以克服 和 这些库在速度上的局限性。
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The Fast Library for Number Theory (FLINT) は数論の計算を行うために高度に最適化されたC言語のライブラリである。現在 FLINT は多項式の計算や (en) などを実装している。FLINT は GNU MP を利用するように作られており、GPL にしたがった利用、再配布などが行えるようになっている。開発はウォーリック大学の (en) およびハーバード大学の (en) によって行われており、PARI/GP や に迫る演算速度を目指している。
, 快速数论函数库 (英語：Fast Library for Number Theory，簡稱：FLINT)是一个的高度优化的C语言数论函数库。主要功能包括整数、有理数和有限域上的多项式算术和二次筛法。该库被设计使用 GNU多重精度运算库编译的，并在 GNU通用公共许可协议 下发布. 这个库由华威大学的 William Hart 和哈佛大学的 David Harvey 开发和维护，以克服 和 这些库在速度上的局限性。
, The Fast Library for Number Theory (FLINT) … The Fast Library for Number Theory (FLINT) is a C library for number theory applications. The two major areas of functionality currently implemented in FLINT are polynomial arithmetic over the integers and a quadratic sieve. The library is designed to be compiled with the GNU Multi-Precision Library (GMP) and is released under the GNU General Public License. It is developed by of the University of Kaiserslautern (formerly University of Warwick) and of University of New South Wales (formerly Harvard University) to address the speed limitations of the PARI and NTL libraries.limitations of the PARI and NTL libraries.
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快速數論函數庫
, Fast Library for Number Theory
|
