1.
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
2.
Nonlinear Rescaling Methods for Nonconvex Second-Order Cone Programming Problems
非凸二阶锥规划问题的非线性重新尺度化方法
3.
Lagrange dual problem of second-order cone programming and its 2-dimentional primal-dual simplex method
二阶锥规划的Lagrange对偶及2维原始对偶单纯形法
4.
Design of peak sidelobe suppression filter based on second-order cone programming
基于二阶锥规划的峰值旁瓣抑制滤波器设计
5.
Second order cone programming and its application in MR image reconstruction
二阶锥规划在MR图像重建中的应用研究
6.
A Sensitivity Result for Nonlinear Second-order Cone Programs
一个非线性二阶锥规划问题的灵敏度分析
7.
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
8.
An Augmented Lagrange 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增广Lagrange方法
9.
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
10.
Some Properties and Applications of Conic Optimization and Its Dual Problem;
锥规划及其对偶锥规划的若干性质及应用
11.
Under mild assumptions on the inexactness, we can find an e-approximate solution of the SOCP by using this algorithm.
在相对不精确的假设下，利用该算法可找到二次锥规划的ε-近似解。
12.
A primal-dual inexact infeasible interior-point algorithm for the second-order cone program (SOCP) was presented.
给出了二次锥规划的一种非精确不可行内点算法。
13.
Supply chain multi-stage response time decision-making model based on bi-level programming;
基于二层规划的供应链多阶响应周期决策模型
14.
Differential Evolution Algorithm for Two-stage Intuitionistic Fuzzy Nonlinear Programming
差分进化算法求解二阶段直觉模糊非线性规划
15.
On the First Order Optimal Conditions of Some Bilevel Programming Problem
关于一类二层规划问题的一阶最优性条件研究
16.
Stability of Multiobjective Programming under the Constraint Cone and the Control Cone Perturbations
约束锥和控制锥扰动多目标规划的稳定性
17.
Optimality Conditions for MPEC Problems with Linear Second-order Cone Constraints
线性二阶锥MPEC问题的最优性条件
18.
Based on the optimality conditions and complementarity conditions for SOCP, a new merit function is defined in the algorithm.
基于二次锥规划的最优性条件和互补条件，定义了一个新的价值函数。