1.
On Monotonicity of Function Generated by Two Integer Inequalities;
两个积分不等式的构成函数的单调性
2.
On the Monotony of Functions Generated by the Power-mean Inequality;
关于一般幂平均不等式的构成函数的单调性
3.
Strudure Function and Make Use of Function Property to Prove Inequation;
构造函数,利用函数性质证明不等式
4.
Inequality of Hadamard s Type for Lipschitz Functions;
Lipschitz函数的Hadamard型不等式
5.
Monotonicity properties and inequalities of gamma and psi functions
Gamma函数和Psi函数的单调性质与不等式
6.
The Difficulties in Demonstrating the Inequality by Use of Function Monotonicity--Construct the Auxiliary Function
利用函数单调性证明不等式的难点——构造辅助函数
7.
Construct the Auxiliary Function, Demonstrate the Inequality by Making Use of Function Characteristics;
构造辅助函数,利用函数性质证明不等式
8.
An Ingenious Method of Solving Inequality--the Construction of Auxiliary Function Method
证明不等式的一种巧妙方法——构造辅助函数法
9.
Namely, the inequality should be transformed into function inequality first and then the inequality can be proved by an interval of each segment.
先将不等式转化成函数不等式，然后在每个局部区间上证明不等式。
10.
A probe into application of function monotony in inequality proof;
函数单调性在函数不等式证明中的应用探讨
11.
One Inequality of Hadamard s Type for Log-convex Functions;
对数函数的一个Hadamard型不等式
12.
Inequalities For Two-Parameters Weighted Mean of Convex Function;
关于凸函数的双参数加权平均不等式
13.
Best Constants and Extremal Functions for Sobolev Inequalities
Sobolev不等式中的最佳常数及其达到函数
14.
Structs cannot contain explicit parameterless constructors
结构不能包含显式的无参数构造函数
15.
Hadamard Type Inequality of r-preinvex Functions
关于r-预不变凸函数的Hadamard型不等式
16.
A Modified Penalty Functions Method for Inequality Constraints Minimization;
不等式约束的一种修改的罚函数方法
17.
On an Extension of Variant of Jensen s Inequality for Convex Function;
关于凸函数的变异Jensen不等式的推广
18.
Two Proof Methods on Hadamard Inequality of Convex Functions;
凸函数的Hadamard不等式的两种证明方法