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We first introduce the positive real spectrum function and bounded spectrum function then establish the parametrization of the power spectrum by the Levinson polynomials associated with the autocorrelation matrix of the output and bounded spectrum function.

首先引入正实谱函数的和有界谱函数的概念,利用正实函数和有界实函数理论,通过和过程自相关矩阵相关联的Levinson多项式和有界谱函数,建立了功率谱参数化的表达式。

We note that the known APN polynomial functions are allquadratic except the APN functions recently found by Edel and Pott. In F22n, theAPN permutation has not yet been found. We construct low di?

我们注意到除了Edel和Pott最近发现的APN函数外,其它已知的APN多项式函数都是二次的,而且在F22n中还没有发现APN置换函数。

Copyright 1996 by Prentice Hall,Inc.

也可以构造相应的多项式

Later, Bernstein alsogave an improved version of the AKS algorithm for proving primality in essentiallyquartic random time (called the second AKS-Bernstein algorithm), which is moregeneral than AKS-Berrizbeitia algorithm.

后来, Bernstein又提出一个比AKS-Berrizbeitia算法更一般的基本上随机四次多项式时间素性证明的AKS算法改进版本(简称AKS-Bernstein第二算法)。

Versatile Math Functions - Includes primality test, summation and product functions, solves polynomial equations, gets derivatives, converts decimals to fractions, GCF/LCM, base conversion, evaluates expressions

这个应用程序包括了primality 测试,合计和积函数,解答多项式方程,获得派生词,将小数转换为分数,GCF/LCM,基本转换率,评估表达式。

We prove that these change do not influence the difference resisting capacity from the theory. Compared with the primary algorithm, the transmuta

从理论上我们证明了多项式的修改不影响其抗差分攻击的能力,而且对修改后的算法进行square攻击和统计测试,结果表明新算法的抗square攻击的能力并未降低,但统计性能更好。

As a consequence , the paper provides a partial solution to an open problem of minor prime factorization as well as to a recent conjecture on minor prime factorizability for nD polynomial matrices.

于是,本文为多项式矩阵提出了一种针对解决主子式分解难题和当前对主子式分解的推测的方法。

By local-integral ideal, this paper gets that whether a congruence equation has solutions determines a decomposition of a prime ideal of K in its extension.

具体地说:多项式在局部域上的分解情况决定了M的素理想在其扩域上分解形式。

In three cases, we investigate the decomposition of a polynomial f=x~n -u in a local field to factor a prime ideal of K in its extension.

在这三种情况下,我们研究多项式f=x~n-u局部域上分解情况,得出相应K上素理想具体分解形式。

An implementation scheme of σ-LFSR based on trinomial primitive polynomial is given.

给出了一种基于三项式本原多项式的σ-LFSR实现方案。

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