个人简介
许娜，女，1989年生，研究方向是均衡约束优化问题和双层优化。
学习经历
2008.09-2012.07 辽宁师范大学 Manbetx手机版
数学与应用数学（师范） 学士
2012.09-2018.09 大连理工大学 数学科学Manbetx手机版
运筹学与控制论 博士
工作经历（包括博士后和访问学者经历）
2018年12月至今，辽宁师范大学
详细介绍
教学教研：
本科生课程：线性代数，运筹学，最优化方法，数学规划
学术论文：
[1] Na Xu, Fan-Yun Meng Li-Ping Pang. The augmented Lagrangian method for
mathematical programs with vertical complementarity constraints based on inexact
Scholtes regularization，Asia-Pacific Journal of Operational Research，2022, 2250042:
1-31.
[2] Na Xu, Li-Ping Pang, Jian Lv, Menglong Xue. A second order inexact log-exponential regularization method for mathematical programs with complementarity constraints，Pacific Journal of Optimization, 2022. 18(4):841-865.
[3] Na Xu, Xide Zhu, Li-Ping Pang, Jian Lv. Improved convergence properties of the relaxation schemes of Kadrani et al. and Kanzow and Schwartz for MPCC, Asia-Pacific Journal of Operational Research, 2018, 35(1):1-20.
[4] Li-Ping Pang, Na Xu, Jian Lv. The inexact log-exponential regularization method
for mathematical programs with vertical complementarity constraints, Journal of
Industrial and Management Optimization, 2019, 15(1):59-79.
[5] Jian Lv, Li-Ping Pang, Na Xu, Ze-Hao Xiao. An infeasible bundle method for
nonconvex constrained optimization with application to semi-infinite programming
problems, Numerical Algorithms, 2019, 80:397–427.
[6] Jie Shen, Jia-Tong Li, Fang-Fang Guo, Na Xu. A redistributed bundle algorithm
based on local convexification models for nonlinear nonsmooth DC programming,
Journal of Numerical Mathematics, 2021, 29(2):159-170.
[7] Li-Ping Pang, Fan-Yun Meng, Ze-Hao Xiao, Na Xu. Optimality conditions for
vector optimization problem governed by the cone constrained generalized equations,
Optimization, 2019, 68(5):921–95
科研项目：
[1] 辽宁省教育厅, 辽宁省教育厅自然科学类青年育苗项目, LQ2019019, 均衡约束数学规划问题的正则化方法的数值实现及应用, 2019-09 至 2022-08, 3万元, 结题, 主持
