1.
The mid-value theorems is the basic theorems in the calculus.
微分中值定理是微分学中的基本定理。
2.
The Analytic Behaviour of Intermediat Point ξ in the Mean Value Theorem for Differentials;
微分中值定理中“中值点”ξ的分析性质
3.
Discussion on Differential Mean Value Theorem "mean value point";
关于微分中值定理“中值点”的讨论
4.
Sub-differential of Convex Functions and the Converse of the Mean Value Theorem
凸函数的次微分与微分中值定理的逆定理
5.
Analytical Proof of the Lagrange Intermediate Value Theorem of Calculus;
Lagrange微分中值定理的分析证明法
6.
Shallowly Discusses in the Differential Theorem of Mean Proof the Auxiliary Function;
浅谈微分中值定理证明中的辅助函数
7.
About the Gradual Approximation of the Middle Point of the Differential Median Theorem;
关于微分中值定理“中间点”的渐近性
8.
An Extension of Differential Mid- Value Theory in Concave (Convex) Functions;
微分中值定理在凹(凸)函数中的推广
9.
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
10.
The construction of additive functions to testify differential mean value theorem
微分中值定理证明中辅助函数的构造
11.
Analytic Properties of the Intermediate Point in the Mean Value Theorem for Differential of Two-Variable Functions
二元函数微分中值定理中值点的分析性质
12.
On further probing and proving the differential mean-value theorem;
对微分中值定理的进一步探讨及证明
13.
Differential mean value theorem in curved banach space and application;
双参数曲Banach空间微分中值定理及应用
14.
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
15.
The Inequality Forms of the Mean Value Theorem of Differential and Its Application
微分中值定理的不等式形式及其应用
16.
New Development on the Asymptotic Behavior of the Intermediate Point in the Mean Value Theorem for Differentials
微分中值定理中值点渐进性研究的新进展
17.
The Application of Initial Integral Method to Proving Differential Mean-value Theorem;
首次积分法在微分中值定理证明中的应用
18.
Differences and Similarities in Several Differential Mean Value Theorem--from Roll Theorem to Taylor Theorem
几个微分中值定理之异同——从罗尔定理到泰勒定理