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- Estimating Domain of Attraction Based on Bilinear Matrix Inequalities and Sum of Squares Optimization,ChenXiangJun/Northeastern University,0/45
- A Hesteness-stiefel Type Conjugate Gradient Method for Solving Nonlinear Symmetric Equations,LiaoChangLong/Hunan University,0/23
- Two Modified Gradient Methods Based Quasi-Newton Update Technique,TaoSiJun/Hunan University,0/20
- And application of non monotone line search based on alpha quantile,FeiYunYun/Central South University,0/7
- Perturbed Spectal-Scaling BFGS Method and Its Convergence,LiGuoPing/Hunan University,0/6
- Filled Function and Modified Tunnelling Function Methods for Global Optimization,LiZhongHao/Shanghai University,0/35
- Based on the Distance of the Positive Definite Quadratic Programming Algorithm,FanBingZuo/Xi'an University of Science and Technology,0/44
- Numerical Methods for Generalized Nash Equilibrium Problems Based on Their Approximate Reformulations,HouJian/Dalian University of Technology,0/11
- Several kinds of spectral conjugate gradient method theory and numerical behavior research,HuChaoMing/Central South University,0/25
- A Trust-region Newton-CG Method for Inverse Quadratic Programming Problems,ChenZuo/Liaoning Technical University,0/5
- Research on Composite Convex Programs and DC Programs as Well as Elliptical Inclusion in Magnetoelectroelastic Materials,LiGang/Harbin Institute of Technology,0/19
- The Method for a Class of Monotone Variational Inequality Problem,NingPingZhou/Nanjing University of Aeronautics and Astronautics,0/4
- The Conjugate Gradient Decomposition and Its Application,PuXiaoLi/Nanjing University of Aeronautics and Astronautics,0/6
- Research on Auxiliary Function Methods for Several Classes of Global Optimization Problems,LinHongWei/Xi'an University of Electronic Science and Technology,0/103
- Nonlinear Conjugate Gradient Method and Robust Optimal Portfolio,DaiZhiFeng/Hunan University,0/113
- Research of a Smoothing Inexact Newton Method for Symmetric Cone Complementarity Problem,ZhangYunSheng/Liaoning Technical University,0/4
- Vector OptinUzation of the Cone and Minty Variational Inequalities,ChenJianHong/Jimei University,0/11
- Some Studies on Nash Equilibrium Problems,LiPeiZuo/Dalian University of Technology,0/84
- On Conic Trust Region Methods for Solving Unconstrained and Bound Constrained Optimization Problems,ZhaoLiJuan/Nanjing Normal University,0/41
- Algorithms for Variational Inequality in Finite Dimensional Space,HuXinLin/Sichuan Normal University,0/10
- Several NP-complete Problem Solving Algorithm Research,YangJinYong/Huaqiao University,0/2
- The Study on the Validity of the Tangent Linear Model of the Lorenz Model,ZhangJing/Nanjing Normal University,0/8
- A Smooth Approximation to Chance Constrained Programming Based on Sigmoid Function,ZhangXiaoYou/Liaoning Normal University,0/8
- A Smoothing Method to Probabilistic Constrained Programs Based on Logarithm-exponential Function,FengZhenChuan/Liaoning Normal University,0/7
- Numerical Calculation of Multi-period Optimal Inventory Model with Conditional Value at Risk Constraints,XiaoHui/Changsha University of Science and Technology,0/11
- A New Derivative-free Algorithm for Nonlinear Constraint Optimization,SunQiang/Shanghai University,0/12
- Generalized Bishop-Phelps Cone and Its Application,SunPing/Northeast Forestry University,0/3
- The Research of Generalized Convex Function and Cone Pseudo-Metric Space Contraction Mapping,HouJian/Northeast Forestry University,0/10
- Approximation Algorithm and Performance Guarantee of Solving the Maximization of Submodular Function under D-knapsack Constraints,GongXingRong/Lanzhou Jiaotong University,0/38
- The Research of Filled Function Algorithm for Optimization Problems,MaXue/Chongqing University,0/34
- Optimality Conditions for E-Optimal Solutions via Improvement Set in Vector Optimization,QinChen/Chongqing University,0/7
- The Research of Alternating Direction Methods and Their Modification,WangYanYan/Chongqing University,0/78
- Filled Function Algorithm for Nonlinearly Global Optimization System,YaoGuiXia/Chongqing University,0/8
- Nonlinear Conjugate Gradient Methods for Unconstrained Optimization,LiuBen/Chongqing University,0/27
- Some Researches on Nonlinear Conjugate Gradient Method for Unconstrained Optimization Problem,WuChao/Fujian Normal University,0/68
- Some Researches on the Unconstrained Optimization Problems,YouHongMing/Fujian Normal University,0/36
- Some Researches about the Supermemory Gradient Method for Unconstrained Optimization Problem,MaWei/Hainan University,0/7
- The Study on Models and Algorithms for Several Combinatorial Optimization Problems,ZhangXiaoPeng/Kunming University of Science and Technology,0/102
- Some Researchs on Trust Region Method for Unconstrained Optimization Problems,LiuJingHui/Fujian Normal University,0/68
- Global Optimization Algorithm of the Auxiliary Function Type,ZengWan/Shanghai University,0/0
- Filled Function Algorithms for Several Optimization Problems,YuanLiuYang/Wuhan University,0/16
- Stability Analysis for Vector Optimization and Equilibrium Problems,FanXiaoDong/Beijing University of Technology,0/53
- A Filter Pattern Search Method for Linear Equality Constrained Optimization Problems,ChenNing/Nanjing Normal University,0/9
- Theory and Algorithm of the Gradient Projection Method for Solving Linear Semi-infinite Programming,XiongLiZhen/Xiangtan University,0/17
- A Self-Correcting Geometry Wedge Trust Region Method in Derivative-Free Optimization,ZhangLiang/Nanjing Normal University,0/16
- A Modified Barzilai and Borwein Scaling Conjugate Gradient Method for Unconstrained Optimization Problems,WangLiuMei/Nanjing Normal University,0/10
- Parallel algorithm and finite memory projection method and its application,WangQun/Nanjing Normal University,0/12
- The Research and Application of Robust Optimization in Electricity Market,YangZhuPei/Hunan University,0/21
- A Lagrangian Algorithm for Solving Nonlinear Constrained Optimization Problem,SuoYongChao/Inner Mongolia University of Technology,0/17
- The Optimality Conditions and Applications of Vector Equilibrium Problems with Constraints,FengYanYan/Zhejiang Normal University,0/4

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