algebraic number发音

意思翻译

[数]代数数

相似词语短语

algebraic───adj.[数]代数的；关于代数学的

algebraic expression───代数式；[数]代数表达式

algebraic topology───[数]代数拓扑

algebraic expressions───[数]代数表达式

algebraic function───[数]代数函数

algebraic manipulation───代数操作；代数运算

algebraic equations───代数方程（algebraic equation的复数）；代数方程（algebraicequation的复数）

number───vi.计入；总数达到；vt.编号；计入；数…的数目；使为数有限；n.数；（杂志等的）期；号码；数字；算术

algebraic limit theorem───代数极限定理

双语使用场景

Then he considers the case of algebraic numbers and obtains some results like the following: Every real algebraic number field of finite degree is non-inductive;───然后着重在代数范围内进行讨论，得到下列的结果：每个有限次实代数数域都不是归纳域；

Also, it is proved that many algebraic number fields of finite degree are not elementarily equivalent to the above-mentioned ultraproducts.───还证明了很多有限次代数数域不与上述的超积初等等价。

The algebraic number more or the transcendental number?───代数数多还是超越数多？

The reduction of two classes of algebraic number field───两类代数数域的化简

A Course in Computational Algebraic Number Theory, Henri Cohen───计算代数数论教程

Problems in Algebraic Number Theory, Esmonde, Murty───代数数论中的问题

A Course in Computational Algebraic Number Theory───计算代数数值论教程

Sequences of residues in algebraic number fields───代数数域中的剩余序列

arithmetic of algebraic number fields───代数数域的数论

英语使用场景

In the nineteenth century, the system of algebraic knowledge is enormous, which contains the permutation group, matrix, algebraic number theory, algebraic geometry and other branches.

PARI is a fast-running C library of symbolic functions for factorization, algebraic number theory, elliptic curves, matrices, and transcendental functions.

In the whole computing process, it utilizes an interval with rational endpoints to represent the exact algebraic number and avoid floating-point computation.

Also, it is proved that many algebraic number fields of finite degree are not elementarily equivalent to the above-mentioned ultraproducts.

Diophantine equation is an important subject in number theory and closely connected with algebraic number theory, combinatorics, algebraic geometry and computer science etc.

The algebraic number more or the transcendental number?