...求得的结果 定义 超越数(Transcendental numbers)是指那些 不是任何有理系数多项式根的(复)数 代数数(Algebraic numbers)是指那些某个 有理系数多项式根 超越数的进展 Euler 在1744年提问:是否存在超越数? J.
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Classical theory of algebraic numbers 代数数的经典理论
conjugate algebraic numbers [数] 共轭代数数
theory of algebraic numbers [数] 代数数论
Algebraic Numbers And Algebraic Functions 代数数和代数函数
ring of algebraic integral numbers 代数整元环
algebraic theory of numbers [数] 代数数论
Internally, Z3 USES real algebraic Numbers for representing the solution.
在内部,Z3使用真实代数数字用于表示解。
This paper discusses an algebraic property of values of rational degrees of triangle functions. We obtain that they are all algebraic Numbers.
本文讨论了三角函数在有理度数上的取值的代数性质,得出其取值均为代数数。
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;
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