1.
Asymptotic Properties of Intermediate Point for Cauchy Mean Value Theorem of Integral Type
积分型Cauchy中值定理中间点的渐近性
2.
The boundary value of vector-valued Cauchy type inegrals in locally convex space;
局部凸空间中Cauchy型积分的边值问题
3.
An Extending of Cauchy s Mean-Value Theorem on Functions of Several Variables;
Cauchy微分中值定理在多元函数中的推广
4.
The Fixed Point Theorem and the Iterative Approximation of Some Class Quasi-Cauchy Integral Operator in Real Clifford Analysis
Clifford分析中一类拟Cauchy型积分算子的不动点定理及迭代构造
5.
Several Exploration Methods to Prove the Cauchy Mean Theorem
Cauchy微分中值定理的多种探究式证明法
6.
Cauchy type integrals on AD regular surfaces in Clifford Analysis
Clifford分析中AD正则曲面上的Cauchy型积分
7.
On Inverse Problem of Higher Order Cauchy s Mean Value Theorem and It s Approachability;
高阶Cauchy中值定理的逆命题及其渐近性
8.
The asymptotic behaviour of intermediate point in higher orders Cuachy of motion interval mean value theorem for differential;
动态区间上高阶Cauchy微分中值定理“中间点”的渐进性
9.
A Discussion on the Asymptotic Characteristic of Mean Mid-value in Cauchy Theorem;
关于Cauchy中值定理“中值点”的渐进性的讨论
10.
On the Asymptotic Approximation and Asymptotic Rate of Convergence of the Mean Value of Cauchy Theorem;
关于Cauchy中值定理中值的渐近性与收敛速度
11.
The Properties of Quasi-Cauchy Type Integral of Hypermonogenic Functions in Clifford Analysis;
Clifford分析中超正则函数的拟Cauchy型积分的性质
12.
On the change trends of mean value point in Cauchy mean value theorem of integral type
积分型柯西中值定理中值点的变化趋势
13.
Mean - Value theorem for about Lebesgue integral;
关于Lebesgue积分的中值定理
14.
On the Generalized Integrals of Meromorphic Functions and Their Cauchy Principal Value
一类亚纯函数的广义积分及其Cauchy主值
15.
On Asymptotic Property of the Mid-Point of Mean Value Theorem for First Form Curvilinear Integral;
第一型曲线积分中值定理“中间点”的渐近性
16.
An Extension of the First Mean Value Theorems for Generalized Riemann Integration;
积分中值定理在广义Riemann积分中的推广
17.
A Recurrence Formula of Higher Derivatives for the Integral of Universal Cauchy Type;
泛Cauchy型积分高阶导数的递推公式
18.
On Asymptotic Approximation of the Second Mean Value Theorem of Integrals;
再论积分第二中值定理中值的渐近性