polynomial中文是什么意思

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中文翻译
造句

adj.
1.【动、植】多词学名的。
2.【数学】多项式的。
n.
1. 【动、植】多词学名。
2. 【数学】多项式。
短语和例子
a polynomial expression 多项式。

polynomial of 次多项式
addition of polynomial 多项式加法
affectless polynomial 无偏差多项式
affine polynomial 仿射多项式
alexander polynomial 亚历山大多项式
algebraic polynomial 代数多相式; 代数多项式
andre polynomial 安得列多项式
approximation by polynomial 多项式逼近
approximation polynomial 近似多项式
associated polynomial 伴随多项式
auxiliary polynomial 辅助多项式
bernoulle polynomial 伯努利多项式
bernoulli polynomial 伯努利多项式
bernoullian polynomial 伯努利多项式
bernstein polynomial 伯思斯坦多项式
binary polynomial 二元多项式
bivariate polynomial 双变量多项式
characteristic polynomial 固有多项式; 特锗项式; 特徵多项式
chebyshev polynomial 车比雪夫多项式; 切比雪夫多项式
check polynomial 核对多项式; 核验多项式
chromatic polynomial 色度多项式; 色多项式
code polynomial 代码多项式
content of a polynomial 多项式的容度
cubic polynomial 三次多项式
polynomial adjustment 多项式平差
polynome 多项式

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例句与用法

The polynomial factors in the harmonic-oscillator wave functions are called hermite polynomials after a french mathematician .
谐振子波函数的多项式因子随一法国数学家之名而叫做厄米多项式。
The process of replacing polynomials by formal power series is an example of a general device known as completion .
用形式幂级数来代替多项式的过程是被称之为完备化的这种一般手段的一个例子。
In general, experience has shown that third-to fifth-degree polynomials produce sufficiently low residuals and monotonically increasing derivatives .
实践证明，三至五次多项式就能产生足够小的残差和单调递增的导数。
A gmres based polynomial preconditioning algorithm
的多项式预处理广义极小残差法
Implicit polynomial curve based on bp neural network
神经网络的隐式曲线构造方法
Furter discussion on minimal polynomial of matrik
矩阵的最小多项式的进一步讨论
The relation of matrix with respect to polynomial basis
多项式基相关矩阵的关系
1 with a fixed polynomial c , given by
每个进程都有一个与之相关的角色：系统进程以
Interpolating with generalized - polynomial and its optimizing
多项式插值与优化
Completeness of complex exponential polynomials in hardy spaces
空间中的完备性

更多例句： 1 2 3 4 5

英文解释

a mathematical function that is the sum of a number of terms
同义词：multinomial,
having the character of a polynomial; "a polynomial expression"
同义词：multinomial,

百科解释

In mathematics, a polynomial is an expression of finite length constructed from variables (also called indeterminates) and constants, using only the operations of addition, subtraction, multiplication, and non-negative integer exponents. However, the division by a constant is allowed, because the multiplicative inverse of a non zero constant is also a constant.

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