Larry Page and Sergey Brin got the pleasure of proving that they still remember their number theory. 拉里•佩奇和谢尔盖•布林则收获了精神上的愉悦,因为他们证明了自己仍然还记得数论。
PARI is a fast-running C library of symbolic functions for factorization, algebraic number theory, elliptic curves, matrices, and transcendental functions. PARI是快速运行的符号函数C语言库,用于因素分解、代数数论、椭圆曲线、矩阵和超越函数。
Gaussian function is one of the important number theory function. 高斯函数是一个非常重要的数论函数,其应用非常广泛。
Teaching Research on the New Textbook "Preliminary Elementary Number Theory" 理论等离子体物理学关于高中新教材《初等数论初步》的教学研究
This paper sets up equivalent propositions of Goldbach's Conjecture and Twin Prime Conjecture and Fermat's Conjecture for prime numbers by using the simple result among the number theory. 文章运用数论中的一些简单结果,如辛达拉姆筛法与威尔逊定理,建立了哥德巴赫猜想、孪生素数猜想以及费马素数猜想的等价命题。
The Use of Graph Theory to Prove That The Problem of Number Theory, for Example 利用图的理论证明有关数论问题举例
In view of the uncertainty of the calculation parameters, the blind number theory is used to investigate a novel method to calculate the safety factors against the upheaval of deep excavation. 针对这一特性,文章应用盲数理论来表达分析参数的不确定性,提出了基于盲数运算法则的深基坑抗隆起安全系数计算新方法。
The Application of Number Theory in Public Key Crypto System 关于数论在公开密钥加密体制中的应用
Shoup's main research interests and contributions are computer algorithms relating to number theory, algebra, and cryptography. 他的主要研究方向以及贡献是在与数论、代数学以及密码学有关的计算机算法上面。
Application of Elementary Number Theory in Discrete Mathematics 浅谈初等数论在离散数学教学中的应用
A mathematician specializing in number theory. 专门研究数字理论的数学家。
Thinkings About Primary Number Theory Courses Teaching 对《初等数论》课程教学的几点思考
Algebra, Number Theory, Fermat's Last Theorem, etc. 代数,数论,费尔马大定理等介绍。
Application of Matlab language in solving function value of elementary number theory 样条函数在微分方程数值解中的应用Matlab语言在求初等数论函数值的应用
In this article, we discuss some questions with respect to number theory in the works of Euclid and diophantus. 在本文中,我们讨论了欧几里得和丢番图著作中与数论有关的某些问题。
Perfect number, amicable number and anti-sociable numbers are important topics in number theory. 完全数、相亲数以及孤立数一直是数论研究的一个重要课题。
Number theory is also referred to as the higher arithmetic, as in the title of Harold Davenport's book on the subject. 一些理论也被称为高算术,因为标题中哈罗德达文波特的书的主题。
The topic of primes is a large part of any book on number theory. 在任意一本有关数论的书中,素数都是一个大的论题。
As a divergent subject between Number Theory and the theory of algorithm complexity, Computational Number Theory is quickly developed from the needs of computer science and cryptology. 计算数论是数论和算法复杂性理论的交叉学科,是由于计算机科学和密码学的需求而发展起来的新兴学科。
Assessment of Connection Mode in Distribution Network Based on Blind Number Theory 基于盲数理论的配电网接线方式评价
Analytic number theory is fortunate to have one of the most famous unsolved problems, the Riemann hypothesis. 解析数论非常幸运还有一个最为有名的未解决的问题,即黎曼假设。
The Discussion of Applications of Mathematical Thought Ways in Elementary Number Theory 论数学思想方法在初等数论中的应用
The Mean Value Problems of Some Special Number Theory Function and All Solutions of the Equation 一些特殊函数的均值及其方程的解的问题
The Real Number Completeness should be highlighted from the completely recognized theory of the real number collection to the explanation of a series of definitions in the Real Number Theory. 从实数集的完备性的公理出发到讲解“实数理论”的一系列定理及用这些定理证明的后继定理都应该突出“实数集的完备性”。
We discussed and given some important qualities of a number theory function. 讨论了一个数论函数,给出了它的一些重要性质,并用初等方法给出了它的证明。
An extended form of mathematical induction and its application in number theory 数学归纳法的一个推广形式及在数论中的应用
This essay studies some properties of M-side polygon sequences which often exist in elementary number theory and their combinational identity with the elementary method. 利用初等方法研究了在初等数论中经常碰到的m边形数列的性质,同时给出了它们的一些组合恒等式。
General ease with algorithms, elementary number theory and discrete probability. 非专业的简易算法、基础数论和离散概率。
Therefore no formal system is a true axiomatization of full number theory. 因此,没有正式的系统是一个真正的公理化充分一些理论。