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1.
A Class of Lipschitz B-(p,r)-Invex Functions and Nonsmooth Programming
一类LipSchitz B-(p,r)-不变凸函数与非光滑规划(英文)
2.
Research on Methods for Nonsmooth Optimization and Multiobjective Programming;
非光滑优化与多目标规划算法的研究
3.
Optimality Conditions for a Class of Generalized Semi-infinite Programming;
一类非光滑半无限规划的最优性条件
4.
Optimality Conditions for Composite Non-smooth Multi-objective Programming;
非光滑复合多目标规划的最优性条件
5.
Lagrange Multiplies Theorem of the Composite Multiobjective Nonsmooth Programming;
非光滑复合多目标规划的Lagrange乘子定理
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Optimality Conditions for a Class of Nonconvex Nonsmooth Multiobjective Fractional Programming
一类非凸非光滑多目标分式规划的最优性条件
7.
A Smooth Approximation-BFGS Method for Inequality Constrained Nonlinear Programming;
解不等式约束非线性规划的光滑逼近—BFGS法
8.
Optimality conditions for a class of nonsmooth generalized convex multiobjective programming
一类非光滑广义凸多目标规划的最优性条件
9.
WEAK GENERALIZED LAGRANGE SADDLE POINT FOR THE NONSMOOTH MULTIPLE OBJECTIVE FRACTIONAL PROGRAMMING WITH G-(F,ρ) CONVEXITY;
G-(F,ρ)凸性下的非光滑多目标分式规划弱广义Lagrange鞍点
10.
Global Convergence of Trust Region Algion Algorithm for Nonsmooth Optimization;
非光滑复合规划的信赖域算法的全局收敛性定理
11.
Optimality criteria for a class of generalized fractional programming under nonsmooth(F,ρ,θ)-d-univexity
非光滑(F,ρ,θ)-d一致不变凸广义分式规划的最优性条件
12.
(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
13.
Duality for a Class of Generalized Fractional Programming Under Nonsmooth Generalized(F,ρ,θ)-d-univexity
非光滑(F,ρ,)θ-d一致不变凸广义分式规划的对偶性
14.
The Smoothing Function Method for a Class of Inverse Second Order Cone Programming Problems;
一类二阶锥规划反问题的光滑函数法
15.
Interior Point Algorithms and a Smoothing Newton Method for the Second-order Cone Programming;
二次锥规划的内点算法及光滑牛顿法
16.
A Smoothing Newton Method for Mathematical Programs with Linear QVI Constraints
线性QVI约束的数学规划的光滑牛顿法
17.
A smoothing-type method for solving semidefinite programs
求解半定规划问题的一种光滑化方法
18.
A Smoothing Newton Method for a Type of Inverse Quadratic Programming Problems with Second Order Cone Constraints;
二阶锥约束二次规划逆问题的光滑牛顿法