数论派是印度哲学六大正统门派之一。
Sankhya is one of the six orthodox schools of Hindu philosophy.
英国伯明翰阿斯顿大学的罗伯特·马修斯就利用了天文数据再结合数论完成了这项创举。
Robert Matthews of the University of Aston in Birmingham, UK, combined astronomical data with number theory to do just that.
大量的数论问题都跟素数相关，它们中的大部分仍然悬而未解，有些甚至过了几个世纪依然无法攻克。
Numerous arithmetical problems concern prime numbers and most of them still remain unresolved, sometimes even after several centuries.
然而多数论文却在寻找各种方法，以说明opera实验结果正确。
But the majority of papers hunt for ways that would allow the result to be right.
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。
In this article we discuss some questions with respect to number theory in the works of Euclid and diophantus.
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。
Analytic number theory is fortunate to have one of the most famous unsolved problems, the Riemann hypothesis.
不要修改少数论题以致排除所有其他的。
有学者已就清代级数论的一组初始条件作了不少解释，至于它被近代级数论完全取代的决定因素则未论及。
The initial conditions of Qing-times series have been explored by many scholars, however, the reasons why it was entirely replaced by modern series have not been discussed yet.
代数，演算，功能分析，几何，数论，逻辑，拓扑和其他数学专业。
It includes instruction in algebra. calculus. functional analysis. geometry. number theory. logic. topology and other mathematical specializations.
本文用数论方法推导出一个计算旋转体体积的近似公式，并给出该近似公式的误差估计。
An approximate expression of the volume of body of rotation together with its error estimation is derived on the basis of theory of numbers.
长线钓鱼，就是放长线钓大鱼，这是被大多数论坛采用的一种方法。
Long term fishing, put namely long term Angle big fish, this is a kind of method that is used by most forum.
放长线钓大鱼，这是被大多数论坛采用的一种方法。
Put long term Angle big fish, this is a kind of method that is used by most forum.
中算家的游戏规则最终导致清代级数论的饱和。
The rules of the game in Chinese arithmetic made Qing-times series saturated at last.
有少数论文报到应用此类药物会伴随认识减退，这种药物可能引起思维混乱是明确的，但很少有副作用。
A small number of papers have associated these drugs with cognitive problems. The potential of this drug to cause confusion is also a well-known but rare side effect.
此外，我的大多数论文都被评为年度最佳论文。
Furthermore, most of my theses are awarded Essay of the Year.
促进了这两个新的数论函数的研究。
Properties of the two new arithmetical functions are developed.
不定方程是数论的一个分支，它有着悠久的历史与丰富的内容。
On the diophantine equation is the number one branch, it has a long history and rich content.
亚纯函数与整函数的分解理论是单复变函数论中一个令人感兴趣的课题。
The factorization theory of meromorphic and entire functions is one of interesting problems in complex analytic function theory.
在结束这次讲话时，我愿通过再次说明，数论将在无论有还是没有黎曼假设的情况下继续繁荣，来强调我对于解析数论的拥护。
In concluding this talk I wish to emphasize my advocacy for analytic number theory by saying again that the theory flourishes with or without the Riemann hypothesis.
同余理论是初等数论的核心内容之一，蕴含着大量的数论所特有的思想、概念和方法。
The congruent theory is one of the core contents of number theory, containing a great deal of special thought, concept and method.
解析函数是复变函数论主要的研究对象，而解析函数的五个等价条件又贯穿了我们对复变函数论学习的全过程。
Analytic functions of complex variable function is the main object of study, and the five equivalent conditions of analytic functions penetrate the whole process of learning of complex function.
算术函数的均值问题在解析数论研究中占有十分重要的位置，许多著名的数论难题都与之密切相关。
Mean value problems of arithmetical functions play an important role in the study of analytic number theory, and they relate to many famous number theoretic problems.
RSA算法是基于数论的公钥密码体制，是公钥密码体制中最优秀的加密算法。
The RSA algorithm based on the numeric theory is the best encryption algorithm in public key cryptosystems.
本论文主要讨论了矩阵的初等变换在高等代数线性代数以及初等数论中的广泛运用。
This paper discussed the matrix of elementary transformation in the higher elementary algebra linear algebra and number theory in wide use.
素数的排列规律和鉴别方法一直是数论中研究的重要问题之一。
The permutation law and decision method of prime number is an important question of the number theory.
素数的排列规律和鉴别方法一直是数论中研究的重要问题之一。
The permutation law and decision method of prime number is an important question of the number theory.
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