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- algebraic number system [计] 代数数系统
- A number system written to the base two notation. 一种使用以2为基数的记数法的数制。
- We say that the real number system is a continuum. 我们讲,实数系是一个连续集。
- The binary number system has two as its base. 二进制数字系统是以2为基数的。
- The number that is raised to various powers to generate the principal counting units of a number system. 乘方数被提升到各种乘方上,产生数字系统内基本计算规则的数字
- The next page will describe the Base 10 number system. 下一页将描述以10为基底的数字系统。
- By the conclusions above, we can go to another number system. 用以上的结论,我们可以学习另一个数字系统。
- You can choose your own numbering system. 您可以选择自己的编号系统。
- The digits following the prefix must be appropriate for the number system. 跟在前缀后面的数字必须适合于数制。
- All the computers now being used are based on the binary number system. 现在所使用的一切计算机都以二进制为基础。
- 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。
- Binary digit: The digits used in the binary number system; i.e.: a 0 or a 1. 二进制数字:是二进制数所用的数字;它们是“0”或“1”。
- 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。
- Pertaining to a numbering system with base of sixteen. 用以说明以16为底的记数制。同sexadecimal。
- 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。
- Another direct yarn numbering system is the tex system. 另一个定长制纱线细度度量系统是特克斯系统。
- I couldn't work out the numbering system for the hotel rooms. 我搞不清楚酒店房间的编号系统。
- The Linux kernel sources have a very simple numbering system. Linux核心代码的版本编号很简单。
- divisor of algebraic number field 代数数域的除子
- The same numbering system must be used for all samples. 所有的样本必须使用同一计数系统。