1.
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
2.
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。
3.
Studying Path Intergration Short-time Propgator of the Periodic Damp Harmonic Oscillator by Power Series Expansion Method
幂级数展开法计算周期阻尼振子路径积分短时传播子
4.
Studies on Power Series Expansion Method and Extend Riccati Mapping Approach in Nonlinear Physics Equations;
幂级数展开法与扩展的Riccati方程映射法在非线性物理方程中的应用研究
5.
On the uniqueness of the expansion of Fourier series function;
函数Fourier级数展开式的惟一性
6.
Three Types of the Fourier Series of the Function in Teachings;
函数的Fourier级数展开式的三种教学类型
7.
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
8.
An exploration of the teaching of power series in higher mathematics;
巧设问题,拓展学生的数学思维———对《高等数学》中幂级数教学的探索
9.
The Calculation of Direct Current Item in Fourier Series Expression
傅立叶级数展开式直流项的计算问题
10.
Applications of Geometric Series to Power Series;
一类等比级数在幂级数问题中的应用
11.
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
12.
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
13.
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。
14.
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
15.
Padé Approximation of Power Series with Stochastic Variable Coefficient;
随机变量系数幂级数的Padé逼近
16.
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
17.
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
18.
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