1.
Strictly(h,φ)-η-Preinvex Functions
严格(h,φ)-η-预不变凸函数
2.
A class of generalized(h,φ)-η pre-invex functions and their applications;
一类广义(h,φ)一η预不变凸函数及其应用
3.
ρ-(h,φ)-Weakly Preinvex Function and Its Properties
ρ-(h,φ)-弱预不变凸函数及其性质
4.
(h,φ)-Strictly Quasiconvex Function and Its Properties
(h,φ)-严格拟凸函数及其性质
5.
Properties of D-η-properly Prequasiinvex Functions
D-η-预不变真拟凸函数(英文)
6.
Properties of preinvex and semistrictly preinvex functions and their application
预不变凸、半严格预不变凸函数的性质与应用
7.
A sufficient condition about semi-strictly quasi α-preinvex functions;
半严格拟α-预不变凸函数的一个充分条件
8.
STRONGLY PREQUASI-INVEX FUNCTIONS AND STRONGLY QUASI-INVEX FUNCTIONS;
强预拟不变凸函数与强拟不变凸函数
9.
The Relationships between Prequasiinvex Functions and Semi-Continuous Functions
预拟不变凸函数与半连续函数的关系
10.
Hadamard Type Inequality of r-preinvex Functions
关于r-预不变凸函数的Hadamard型不等式
11.
The Alternative of the α-prefunction;
关于α-预不变凸函数的择一性定理
12.
An equivalent condition of B-preinvex functions
关于B-预不变凸函数的一个等价条件
13.
Generalized η-Convex Functions and Generalized Type Ⅰ Functions Multi-objective Optimization;
广义η-凸函数及广义Type Ⅰ函数多目标优化
14.
Using convex function to prove the Hlder Inequation
利用凸函数证明Hlder不等式
15.
A Geometrical Nature and a Few Important Inversive Indefinite Formulars of the Stringent Converx Function;
严格凸函数的一个几何性质及几个重要的反向不等式
16.
(h,φ)-η subgradient and its application to non-smooth(h,φ)-semi-infinite programming problems
(h,φ)-η次梯度及其在非光滑(h,φ)-半无限规划中的应用
17.
(h,Φ)-Variational Inequality and Its Characterizations;
(h,Φ)-变分不等式及其若干性质
18.
(h,φ)-directional Derivative and(h,φ)-subgradient;
(h,φ)-方向导数与(h,φ)-次梯度