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1.
Mermorphic functions concerning their n-th derivative sharing two values with weight
亚纯函数及其n阶导数权分担两个值
2.
Evaluating the Indefinite Integral Through the Invariance of Derivative of n th Order;
n阶导数的形式不变性求不定积分
3.
Cauchy’s Integral Formulae for Derivatives of the n-th Order of Holomorphic Functions in H~p-space (p≥1);
H~p(p≥1)空间中的全纯函数的n阶导数的Cauchy积分公式
4.
I(X)-Reduced Representations of Graded Lie Algebra W(m;n) of Cartan Type;
阶化Cartan型李代数W(m;n)的I(X)-诱导表示
5.
Positive Solutions for(n-1,1) m-Point Boundary Value Problems With Dependence on the First Order Derivative
依赖于一阶导数的(n-1,1)共轭m点边值问题正解的存在性
6.
Subderivation Algebras of(n+1)-Dim n-Lie Algebras
(n+1)-维n-Lie代数的次导子代数
7.
Implement Solving Factorial of Big Integer N with C++;
基于C++的求大整数N的阶乘的实现
8.
The Integrability of the n-order Variable Coefficients Linear Ordinary Differential Equation
n阶变系数线性常微分方程的可积性
9.
Searching for First Integrals of the n-th Order Autonomous System Based on n-1 Single-Parameter Lie Groups
用n-1个单参数李群求n阶自治系统的首次积分
10.
Irreducible Representations of Graded Cartan Type Special Algebra S(m;n);
阶化Cartan型特殊代数S(m;n)的不可约表示
11.
Invariant and solution of nth-order Ordinary Differential Equation with Variable Coefficient;
n阶变系数常微分方程的不变式及其求法
12.
On Matrix Solution to Initial Value Problem of an N-th Order Linear Constant Coefficient Differential Equation;
n阶线性常系数微分方程初值问题的矩阵解法
13.
A Method to Solve Particular Solution for a Linear Differential Equation of Order n With Constant Coefficient;
一类n阶常系数线性微分方程特解的求法
14.
On Open Items of a_ns and Former n Ones and S_ns of K Steps Serveral of Equal Difference;
关于 k 阶等差数列通项 a_n 及前 n 项和 S_n 的讨论
15.
The method to solve particular solution for a class of n order constant coefficient nonhomogeneour diefferential equation;
一类n阶常系数非齐次微分方程特解的计算
16.
Green Function and Positive Solutions for Boundary Eigenvalue Problem of nth Order Difference Equation
n阶差分方程特征边值问题的Green函数和正解
17.
The Maximum Value of the Hosoya Indices of the Trees with Order n Niameter 3 or 4
直径是3和4的n阶树的Hosoya指数的最大值
18.
The derivative of the step is the impulse.
阶梯的导数就是脉冲。