[数]幂级数

power surges───电涌（powersurge的复数）

power elites───权力精英

power grids───电网（powergrid的复数）

power sets───[数]幂集；势集；布尔值

power surge───动力高峰

power trios───电源三重奏

tone series───色调系列

Fourier series───[数]傅里叶级数；傅立叶序列

power steering───n.[车辆]动力转向；动力方向盘；（机动车）转向助力装置

Within the restricted scope, the infinite power series is convergent and the formula is workable.───在规定的范围内该无穷级数收敛,并有计算公式成立.

By assuming the weak lens focal length expression to be the first term in a power series a simple and accurate formula can be derived for the objective focal length of a magnetic electron lens.───用假设弱透镜焦距表达式是一个幂级数中的第一项的方法，可以导出相当准确且便于实用的电磁电子透镜物镜焦距公式。

Power series, radius of convergence; function that can be expanded in a power series interval.───幂级数; 收敛半径; 可展开为幂级数的函数.

We shall also point the condition that matrix power series is normal.───另外又指出矩阵幂级数是正规矩阵的条件。

Abstract: the paper studies the random power series of general enough and proves that the random power series of finite order do not have almost surely deficient function.───文摘：研究了十分一般的随机幂级数，并证明了有限级的随机幂级数几乎必然没有亏函数。

We can solve it with the power - series method if we want.───如果愿意的话,我们也可用幂级数法解题.

Within the restricted scope, the infinite power series is convergent and the formula is workable.

The product forms of level one power series of Lie type and level two power series of A type.

By using power series expansion method, the integrand is expressed as the form of a series, and then the ellipse integral is expressed as a series through simple integration.

Based on the complex modal theory and power series expansion theorem, a modal acceleration method for calculating the frequency response fonction (Far) of viscous damped systems was derived.sentencedict .com

When the power series is used as the basic functions in the finite strip method, the computation becomes simple and convenient.

The relative magnitudes of the coefficients of the power series vary with the sort of vibration.

The process of replacing polynomials by formal power series is an example of a general device known as completion.

Abstract: The paper studies the random power series of general enough, and proves that the random power series of finite order do not have almost surely deficient function.

Based on leading matrix variable, the power series is extended.