1.
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。
2.
On the General Form of Lucas Number Power Sum;
关于Lucas数方幂和的一般形式
3.
Use Differential Equation to Extract Power SeriesUrfolding Pattern of Binomial (1+x)α;
用微分方程求二项式(1+x)~α的幂级数展开式
4.
Solution of the level of approximation analytic formula and the solution of power series for hydrogen-like atoms in condition of Debye potential
德拜势中类氢原子能级近似解析式与幂级数求解
5.
Applications of Geometric Series to Power Series;
一类等比级数在幂级数问题中的应用
6.
Solution of Negative One Twice Power of the High-grade Gentle Lack One Type Linear Differential Equation;
负一次幂交错级数型的高阶和式差一型线性微分方程
7.
Mathematical Recreation(Ⅴ):Generalized Fibonacci's Number and Sum of Power Series
数学娱乐(五)——推广Fibonacci数列与幂级数和
8.
The general solution of (5.122) is an arbitrary linear combination of a series of even powers and a series of odd powers.
（5．122）的通解是一个偶次幂级数和一个奇次幂级数的任意线性组合。
9.
The number10 raised to the power100(10100), written out as the numeral1 followed by100 zeros.
古戈尔10的100次幂（10100）写出的形式为数字1后跟100个零
10.
THE NECESSARY CONDITION OF REARRANGEMENTS OF THE COEFFICIENTS OF A POWER SERIES FOR THE INVARIANCE OF TYPE
幂级数系数重排使型不变的必要条件
11.
Padé Approximation of Power Series with Stochastic Variable Coefficient;
随机变量系数幂级数的Padé逼近
12.
Two Sided Power Series and Singular Point of the K-analytic Function
K-解析函数的双边幂级数与孤立奇点
13.
Generating Funtion and a New Calculating Formula of the Sum Power of Natural Numbers
幂和序列的生成函数与幂和新的计算公式
14.
The Series sum from n=1 to ∞(x~n) Applies in Solving Summation Function and Summation of Series
关于幂级数在求和函数及级数求和方面的应用
15.
Vector-valued Random Power Series on the Unit Ball of C～n;
C～n单位球上的向量值随机幂级数
16.
Little α-Bloch Spaces and Random Power Series;
单位球上小α-Bloch空间与随机幂级数
17.
SOME RINGS OF GENERALIZED POWER SERIES AND THEIR K_0 GROUPS
三类广义幂级数环及其K_0群(英文)
18.
The extended representations of power progression is only an approximate expression, but it is adequate for engineering use.
幂级数的展开式虽是一个近似的式子,但其精确性巳能满足工程上的要求。