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- Gave solution of the three Weil conjectures concerning generalizations of the Riemann hypothesis to finite fields. His work did much to unify algebraic geometry and algebraic number theory. 德利涅生于比利时，1978年获奖，他解决代数几何学中联系素数与有限域中代数方程根的个数的韦伊猜想，以简洁清晰的证明解决了这一代数几何的中心问题。
- A Course in Computational Algebraic Number Theory 计算代数数值论教程
- Problems in Algebraic Number Theory, Esmonde, Murty 代数数论中的问题
- A Course in Computational Algebraic Number Theory, Henri Cohen 计算代数数论教程
- Simpler proofs of some theorems in algebraic number theory 代数数论中若干定理的简化证明
- algebraic number theory 代数数论
- A classical introduction to modern number theory. 现代数论经典引论。
- These are shared concerns in commutative algebra, algebraic geometry, number theory and the computational aspects of these fields. 这些是在交换的代数，代数学的几何学，数论和这些领域的计算的方面方面的被分享的关心。
- 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
- French mathematician who made valuable contributions to number theory algebra before being killed in a duel at the age of21. 伽罗瓦，艾瓦里斯特1811－1832法国数学家，21岁时在一场决斗中被杀，对数字理论代数做出了很大的贡献
- German mathematician and astronomer known for his contributions to algebra, differential geometry, probability theory, and number theory. 高斯，卡尔 弗雷德里希1777－1855德国数学家和天文学家，因其对代数、微积分几何、或然率理论和数字理论的贡献而为人称道
- Introduces Euler function during computing a determinant,greatly simplifying the expression of the result,and showing the application of number theory in algebra. 通过对一个行列式的计算引入欧拉函数，大大地简化了计算的结果表达式，说明数论在代数中的应用。
- Gauss, Karl Friedrich1777-1855 German mathematician and astronomer known for his contributions to algebra, differential geometry, probability theory, and number theory. 高斯,卡尔·弗雷德里希1777-1855德国数学家和天文学家,因其对代数、微积分几何、或然率理论和数字理论的贡献而为人称道。
- 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。
- In this paper, the author primarily introduces how elliptic curves have been applied to public key cryptography from algebra and number theory, analyzes the advantage and security of ECC. 本文从数论和代数的角度出发介绍椭圆曲线是如何应用到公钥密码中的，分析椭圆曲线密码的优越性和安全性。
- In the fact, the algorithm is also fitted for the real algebraic numbers which have simple real roots in both definitional polynomials. 该算法同样适用于二个定义多项式均仅含单实根的实代数数。
- Studying the structure of the K_2 -group is one of the basic works of algebraic K -theory. Especially to study the structure of the K_2 -group of O_F of algebraic number field F is a very important work, where O_F is the ringof integers of F. 对K_2群的结构的研究是代数K-理论的基本任务之一,特别是对代数数域F的代数整数环O_F的K_2群的结构的研究,是一个非常关键并且具有重要意义的问题。
