1.
Optimality Conditions for a Class of Generalized Semi-Infinite Vector Fractional Programming
一类广义半无限向量分式规划的最优性条件
2.
ε-Optimality Conditions for a Class of Fractional Semi-Infinite Programming with B_ε-Invex Functions
B_ε-不变凸分式半无限规划的ε-最优性
3.
A class of generalized nonlinear-semi-infinite fractional programming;
一类(h-Φ)半无限广义非线性分式规划的对偶
4.
ε-Optimality conditions for a class of fractional semi-infinite programming with(F,α,ε)-convex functions
(F,α,ε)-凸分式半无限规划问题的ε-最优性条件
5.
Optimality Conditions for theconvex of Semi-infinite Fractional Programming
(F,α,ρ,d)_k-V-凸半无限分式规划的最优性条件
6.
Optimality Conditions and Duality for a Class of Multiobjective Semi-infinite Fractional Programming
一类多目标半无限分式规划的最优性与对偶性
7.
A THEOREM OF CONE DUALITY OF SEMI-INFINITE PROGR AMMIN GWITH NON ARCHIMEDEAN INFINITESIMAL VECTOR
具有非阿基米德无穷小向量的半无限规划的锥对偶理论
8.
Semi-infinite programming based on Kriging reliability analysis
以Kriging可靠度分析为基础的半无限规划
9.
Optimality for Symmetric Arcwise-connected Convex Multiobjective Semi-infinite Programming
对称弧式连通凸多目标半无限规划的最优性
10.
Basic Theory of Semi-infinite Programming and Semi-infinite Complementarity Problems
半无限规划和半无限互补问题的基本理论研究
11.
A Superlinearly Convergent Norm-Relaxed Method of Feasible Directions for Finely Discretized Problems from Semi-Infinite Programming;
半无限规划离散化问题超线性收敛的模松弛可行方向法
12.
Sequential Quadratic Programming Methods for Nonlinear Semi-infinite Programming;
求解非线性半无限规划的序列二次规划方法
13.
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
14.
An ODE-type Filter Algorithm for Solving A Class of Semi-Infinite Programming
半无限规划的一个ODE型滤子算法
15.
New Optimality Conditions for Generalized Semi-Infinite Min-Max Programming
广义半无限规划新的最优性条件(英文)
16.
On Sufficiency of Efficient Solution for Uniform B_ε-(p,r)-Invex Multiobjective Semi-Infinite Programming
一致B_ε-(p,r)-不变凸多目标半无限规划ε-有效解的充分性
17.
0-1 semi-infinite programming approach for new product development planning;
基于0-1半无限规划的新产品开发计划方法
18.
Study on Optimality Conditions for Semi-infinite Programming and Optimization Methods with Perturbations;
半无限规划最优条件与扰动优化算法的研究