1.
Homotopy interior point method for non-convex optimization problem with weak pseudo cone condition
解非凸优化问题的一个同伦内点方法
2.
Homotopy method for getting a local minimum of unconstrained non-convex programming
同伦方法求解无约束非凸优化问题的局部极小
3.
A new method of convexification and concavification for a kind of global optimization;
一类全局优化问题的新的凸化、凹化法
4.
Generalized Conveity with Applications in Optimization Problems;
广义凸性及其在最优化问题中的应用
5.
BOUNDEDNESS OF OPTIMAL FUNCTION VALUE ON NON-CONIC CONVEX OPTIMIZATION PROBLEMS
非锥凸最优化问题中最优目标函数值的界
6.
Henig Proper Efficiency in the ic-Conen-Convexlike Set-valued Optimization Problems
生成锥内部凸-锥-类凸集值优化问题的Henig真有效性
7.
Nonmonotone BFGS Method for Nonconvex Unconstrained Optimization;
求解非凸无约束优化问题的非单调BFGS方法
8.
The Ic-Cone-Convexlikeness and Its Applications in Vector Optimization Problems with Set-Valued Maps;
ic-锥—类凸性及其在集值向量优化问题中的应用
9.
A Generalized Convex Functions and Vector Optimization Problems in Banach Spaces;
Banach空间中的一类广义凸函数及其优化问题
10.
A Class of the Preconvex Part of Modified Broyden s Family for Solving Unconstrained Optimization Problem;
求解无约束最优化问题的一类修改Broyden非凸族
11.
The Combined Homotopy Methods for Optimization Problem with Partial Reverse Convex Constraints;
部分反向凸约束优化问题的组合同伦方法
12.
On Theory of Projeced Gradient Methods for Convex Constrained Optimization Problems;
凸约束优化问题中投影梯度方法的理论研究
13.
Problems in the Advanced Mathematics Teaching and Optimization of Teaching;
高等数学教学中凸现的问题及教学的优化
14.
The UV-Decomposition Theory for a Class of D.C. Constrained Optimization Problem
一类非凸D.C.约束优化问题的UV-分解理论
15.
Characterization of the Nonemptiness and Compactness of Solution Sets in Nonconvex Vector Optimization Problems
非凸向量优化问题解集的非空性和紧性刻画
16.
A New Interior-Point Algorithm for Convex Quadratic Optimization Based on a Class of Finite Kernel Functions
凸二次优化问题基于有限核函数的新内点算法
17.
Results on Some Problems in Quasi-Differentiable Analysis and Optimization: Kernels·Convexificators·Optimality Conditions;
拟可微分析与优化中某些问题的研究结果：核·凸化集·最优性条件
18.
It can be seen that the object function of the simple model is both non-convex, non-continuous, and has many local optima.
模型曲线形状表明:该优化问题为非凸不连续,具有多个局部最优解;