1.
Intuitive Proofs of the Trigonometric Formulas and Formulas for the Sum of the Powers of Natural Numbers;
自然数幂和公式与三角公式的几何证明——数学史与数学教学关系个案研究
2.
Deduction of Sum Formula of Natural Number High Power;
自然数高次幂的求和公式的一种推导
3.
Coefficient Formular Represented by Natural Number’s Power Sum and Combinatorial Numbers;
自然数幂方和二项系数表示的系数公式
4.
A research on natural number power summation formula and the contained factors
自然数方幂求和公式及所含因式的研究
5.
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
6.
Expressed in terms of a designated power of e, the base of natural logarithms.
幂的表示以e为底的自然对数的被指明的幂的
7.
natural haversine formula
半正矢自然函数公式
8.
Determination of the Last Figure or the Last Two Figures of Powers of Natural Numbers (n~(m_1))~(m_2);
自然数幂n~(m_1~(m_2))最后两位(一位)数字的确定
9.
On the General Form of Lucas Number Power Sum;
关于Lucas数方幂和的一般形式
10.
The Position of the Midpoint of the Power Function x~α in the Differentiation Median Formula;
幂函数x~α在微分中值公式中的中值点的位置
11.
Pricing formulas of European options with power payoff in fractional Brownian motion environment
分数布朗运动环境下幂型支付的期权定价公式
12.
Some Asymptotic Formulas about the Divisor Products and Square Residues;
有关自然数的平方剩余和因子积的几个渐近公式
13.
An Improved Inequality about the Square Reciprocal Sum of Natural Number;
自然数平方倒数和的一个改进不等式
14.
On the Position of the Mean Point in the Theorem of the Mean Applied to the Powe r Function x~α(α>2);
幂函数x~α(α>2)在一类区间上微分中值公式中值点的位置
15.
Next raise both members of the resulting equation to the same power as the index of the radical.
其次，把得出的方程两边都乘到和根式指数一样高的幂次。
16.
Solution of the High-grade Gentle Lack One Type and Positive Power Function Linear Differential Equation;
高阶和式差一型与正幂函数线性微分方程的解法
17.
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
18.
The Exponent and Base of One Kind of Unreducible Primitive Non-powerful Sign Pattern Matrices
一类本原不可幂符号模式的本原指数和基的上界