| Special Issue of Sino-German Workshop on Optimization, Modeling, Methods and Applications in Industry and Management |
| Words from the guest editors: Yu-Hong Dai, Thorsten Koch, Bingsheng He |
T. Arnold, R. Henrion, A. Möller and S.Vigerske
A mixed-integer stochastic nonlinear optimization problem with joint
probabilistic constraints |
Xiaodi Bai, Xiaojin Zheng, Xueting Cui and Xiaoling
Sun
A successive convex approximation approach for
sparse solutions of convex programs
|
Li Dong, Bo Yu and Zhengyong Zhou
A constraint shifting spline smoothing homotopy method for general nonlinear programming
|
Bo Jiang, Chunfeng Cui and Yu-Hong Dai
Unconstrained optimization models for computing several extreme eigenpairs of real symmetric matrices |
Lingchen Kong, Jie
Sun and Naihua
Xiu
S-semigoodness for low-rank semidefinite matrix recovery |
Cai-Xia Kou,
Wen-Hui Zhang, Wen-Bao Ai and Ya-Feng Liu
On the use of Powell's restart strategy to conjugate gradient methods |
Fenglian Li and Yiran He
Solvability of a perturbed variational inequality |
Yin-dong Shen and Shi-jun Chen
A column generation algorithm for crew scheduling with multiple additional constraints |
Yiju Wang, Liqun Qi, Shunlong Luo and Yi Xu
An alternative steepest direction method for the optimization in evaluating geometric discord |
Zhou-Hong Wang, Xiaodong Ding and Yang Yang
Some new identification functions for active constraints in nonlinear programming |
Fengmin Xu , Guan Wang and Yuelin Gao
Nonconvex L1/2 regularization for sparse portfolio selection |
H. Yang, D. Zhang, K. Meng, Z.Y. Dong and M. Lai
Multi-network combined cooling heating and power system scheduling considering emission trading |
Yanfei You, Xiaoling Fu and Bingsheng He
Lagrangian-PPA based contraction methods for linearly constrained convex optimization |
Gaohang Yu, Jianlei Yan and Yi Zhou
LA projected conjugate gradient method for sparse reconstruction with applications to compressed sensing |
| Regular Papers |
M. Fatemi and N. Mahdavi-Amiri
A projected gradient filter trust-region algorithm for bound constrained optimization |
Murat Subaşi and Sídíka Şule Şener
Optimal boundary control for a Schrödinger equation |