1) rational function over a variety
簇上有理函数
2) rational algebraic variety
有理代数簇
3) rational function
有理函数
1.
On the partial fraction expansion of rational functions;
关于有理函数的部分分式展开
2.
Application of derivative operation in rational function integral;
导数运算在有理函数积分中的应用
3.
Density and approximation rate of Müntz rational functions on infinite intervals.;
无界区间上Müntz有理函数的稠密性和逼近速度
4) rational functions
有理函数
1.
Fitting method of data based on Rational functions;
基于有理函数的数据拟合方法
2.
The way of realizing free camber mouldiing in three-dimensional spaca with rational functions is introduced in this paper,and the programming algorithms for applying this method to CAM are also discussed.
本文讨论用有理函数参数方程理论实现三维空间自由曲面构造的方法，并粗略描述了运用该方法实现计算机辅助制造的算法。
3.
The theorem was proved: Let f be a transcendental entire function,R be a nonzero rational functions,k and m be two distinct positive integers,and d=(k,m) be the greatest common divisor of k and m.
主要证明了以下定理:设f是超越整函数,R是非常数有理函数,k、m是两个不同的正整数,d=(k,m)是k、m的最大公约数。
6) Base functions
基函数簇
补充资料：有理
1.有道理。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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