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- Elementary number theory the abstract applying in contesting with in middle school mathematics: Elementary number theory of average turn up of mathematics contest problem. 标签: 翻译 英语, 翻译, 英语初等数论在中学数学竞赛中的应用摘要:数学竞赛中常常出现初等数论问题。
- Elementary number theory and its applications 初等数论及其应用
- Mathematical thoughtway in elementary number theory 初等数论中蕴涵的数学思想方法
- Perfection of the Solution to an Elementary Number Theory Example 一道初等数论例题解法的完善
- Application of the Elementary Transformation of Matrices to the Elementary Number Theory 矩阵初等变换在初等数论中的应用
- elementary number theory 初等数论
- A classical introduction to modern number theory. 现代数论经典引论。
- French mathematician who formulated modern number theory and probability theory. 费马,皮尔·德1601-1665法国数学家,他有系统地阐述了现代数理论和概率论
- The author gave a new simple elementary proof for the quadratic reciprocity law in number theory, without using famous Gauss lemma. 给出数论中著名的二次互反律一个新的初等证明;其特点是比常见文献中的初等证明更为简单;并且不使用高斯引理.
- Recent perspectives in random matrix theory and number theory. 随即距阵理论和数论新观点。
- A Classical Introduction to Modern Number Theory 2nd ed. 现代数学论的经典引论第2版。
- The thesis tried to solve the problem of Hanoi Tower as that of number theory. 摘要梵塔问题本质上是一个数论问题。
- Its divisibility and prime number theorems overlap parts of number theory. 其可除性和质数定理部分与数论(number theory)重叠。
- Elementary Methods in Number Theory 数论中的基本方法
- French mathematician who founded number theory,contributed (with Pascal) to the theory of probability (1601-1665). 创立数论的法国数学家(1601-1665),(和帕斯卡)对概率理论做出了贡献。
- French mathematician who founded number theory; contributed (with Pascal) to the theory of probability (1601-1665). 创立数论的法国数学家(1601-1665);(和帕斯卡)对概率理论做出了贡献。
- His work on the twin prime conjecture and on Goldbach's conjecture led to progress in analytic number theory. 他对于孪生素数猜想和哥德巴赫猜想的研究大步推进了解析数论的发展。
- 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。
- Number theory is rich in problems of an especially sort; they are tantalizingly simple to state but difficult to solve. 数论在特别隐含集合中有充足的题设;这些陈述简单但解题时相当具迷惑性。
- My son is studying at an elementary school. 我儿子在一家小学上学。