必应词典为您提供quadratic-sieve的释义,na. 【数】二次节法; 网络释义: 二次筛法;二次筛选法;二次筛选因数分解法;
首先是筛法。相信大家都会筛法。筛法不仅能筛整数,也可以筛多项式,例如我们想对于多项式f(x)在x=1,2...100处的值使用不超过100的质数分解质因数,我们可以枚举所有不超过100的质数p,计算在mod p意义下能使 p|f(x0) 的x0 ,并对 x0+kp 进行分解。 我们考虑一个分解质因数的方法,如果我们有两个不同的数...
1) quadratic sieve 二次筛法1. Finally,the algorithm was applied to a quadratic sieve. 最后给出了算法在二次筛法中的应用。2. In this article we study the quadratic sieve in large integer factorization,declare a kind of optimization in choosing algorithms,parameters,hardware and the control of ...
网络二次筛法 网络释义 1. 二次筛法 9.8 关键术语 - 51CTO.COM ... 二次方程( quadratic equation)二次筛法(quadratic sieve method) 筛法( sieve of Eratosthenes) ... book.51cto.com|基于2个网页
quadratic: adj. 1.【数学】二次的。 2.方形的。 n. 1. ... sieve: n. 1.(细眼)筛。 2.(约装一 bushel 的) ... The quadratic sieve algorithm (QS) is an integer factorization algorithm and, in practice, the second fastest method known (after the general number field sieve). It is ...
BitByNIK/quadratic_sieve main BranchesTags Code Folders and files Latest commit Cannot retrieve latest commit at this time. History1 Commit .gitignore README.md factorize.py requirements.txt View all files Repository files navigation README Parallel Quadratic Sieve Implemeneted using GMP and...
Introduction The Quadratic Sieve (QS) and its variants are the first of the modern integer factoring algorithms to be able to routinely factor abitrary integers in the 60+ digit range on just a single PC. They are the successor to the earlier Continued Fraction Method of Morrison and ...
This thesis deals with factorizations of integers into primes, with the Quadratic Sieve, which is one of the most important modern algorithms for factorization, and with a computer program to implement the Quadratic Sieve. It uses well-established fields of mathematics, in particular number theory ...
QUADRATIC SIEVE 出版社: BOOK ON DEMAND POD 页数: 0 ISBN: 9785511096704 豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 我来说两句 短评 ··· 热门 还没人写过短评呢 我要写书评 QUADRATIC SIEVE的书评 ··· ( 全部0 条 ) 论坛 ··· 在这本书的论坛里发言...
The quadratic sieve algorithm is currently the method of choice to factor very large composite numbers with no small factors. In the hands of the Sandia National Laboratories team of James Davis and Diane Holdridge, it has held the record for the largest hard number factore since mid-1983. As...