The development of the number field sieveSieves (MathematicsBibliogr. na konci kapitoldoi:10.1007/BFb0091534Arjen K. LenstraHendrik W. LenstraSpringer-Verlag
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[1] Couveignes, Jean-Marc. "Computing a square root for the number field sieve." The development of the number field sieve. Springer Berlin Heidelberg, 1993. 95-102. [2] Montgomery, Peter L. "Square roots of products of algebraic numbers." Mathematics of Computation (1993): 567-571. AP...
The development of the number field sieve - H. W. Lenstra, Arjen K. Lenstra, Hendrik W. Lenstra.djvu Repository files navigation README GPL-3.0 license C# GNFS C# .NET implementation of the general number field sieve for factoring very large semi-prime numbers, which are used by the RSA...
We improve the "sieve" part of the number field sieve used in factoringinteger and computing discrete logarithm. The runtime of our method is shorterthan that of existing methods. Under some reasonable assumptions, we prove thatit is less than two-thirds of the running time of the algorithm ...
Factorization of RSA-140 using the Number Field Sieve - Cavallar, Dodson, et al. - 1999S. Cavallar, W. Lioen, H. te Riele, B. Dodson, A. Lenstra, P. Leyland, P.L. Montgomery, B. Murphy, P. Zimmermann, "Factorization of RSA-140 using the Number Field Sieve", Proc. of ...
We propose various strategies for improving the computation of discrete logarithms in non-prime fields of medium to large characteristic using the Number Field Sieve. This includes new methods for selecting the polynomials; the use of explicit automorphisms; explicit computations in the number fields; ...
the General Number Field Sieve. 青云英语翻译 请在下面的文本框内输入文字,然后点击开始翻译按钮进行翻译,如果您看不到结果,请重新翻译! 翻译结果1翻译结果2翻译结果3翻译结果4翻译结果5 翻译结果1复制译文编辑译文朗读译文返回顶部 一般数域筛。 翻译结果2复制译文编辑译文朗读译文返回顶部...
a数困生 The number lives sleepily [translate] a实现人生的价值 Realization life value [translate] aObjective or Purpose 宗旨或目的 [translate] a她没有什么爱好,除非你把看电视也算是一种爱好。 正在翻译,请等待... [translate] awish my smile clear off the sky of all days 祝愿我的微笑明白所有...
M . P O L L A R D Buhler and Pomerance observed that the idea of the number field sieve can be applied to general integers as well, i.e., to integers n that do not necessarily have a small multiple of the form r e - s as above. The generalized version of the number field ...