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[数]有限域
1、finite field───[数]有限域
2、playing fields───运动场;球场;n.运动场( playing field的名词复数 )
3、finite elemente───有限元
4、finite meaning───有限意义
5、fields───v.使上场(field的单三形式);n.域,字段;场设置(field复数形式);n.(Fields)人名;(德、英、葡)菲尔茨
6、finite state───[计] 有限状态,终止状态;有限态
7、brome fields───溴田
8、ice fields───n.[水文][海洋]冰原(漂浮于海面上且直径大于8公里的平板形冰)
9、finite definition───有限定义
1、This paper presents a method for generating elliptic curves of known order over finite fields.───本文提出了一种在已知有限数域上产生一类安全椭圆曲线的算法。
2、The invention also covers a method and apparatus that can perform calculations in both finite-fields and modular integer arithmetic.───此外,该发明专利还涵盖可以同时采用有限域和模块化整型算法执行计算的方法和设备。
3、finally, this paper introduces some applications of finite fields theory.───最后对有限域的应用作了一些介绍。
4、A probabilistic algorithm for factoring univariate polynomials over finite fields is presented.───本文给出了有限域上单变元多项式分解的一种概率算法。
5、The formation and development of finite fields theory has a long history.───有限域概念的形成和发展有着一个漫长的历史过程。
6、A dual finite fields algorithm for elliptic curve cryptosystem (ECC) is presented.───提出一种支持椭圆曲线加密体制的双有限域算法。
7、Classical coding theory takes place in the setting of vector spaces over finite fields.───经典的编码理论是以有限域上的向量空间为背景。
8、We survey some recent results on codes from algebraic curves over finite fields.───本文概述了有限域代数曲线上的码的一些最近结果。
1、As a branch of modern algebra , finite fields is an abstract system in algebra which satisfies operational laws such as associative law, commutative law, distributive law etc.
2、Based on forward-security and the difficulty of solving discrete logarithm problems on the finite multiplicative group over the finite fields, a new proxy signature scheme is proposed.
3、Among the basic arithmetic operations over finite fields, the computation of multiplicative inverse is the most time consuming operation.
4、In fact, the discrete logarithms problem for elliptic curves over finite fields is equivalent to the discrete logarithms problem for real quadratic function fields.
5、A probabilistic algorithm for factoring univariate polynomials over finite fields is presented.