教师姓名：王文波
职 称：讲师
系 所：数学系
研究领域：非线性分析与临界点理论，偏微分方程
办公电话：087165033700
电子邮件：wenbowangmath@ynu.edu.cn
教育背景：
2007.09-2011.07，云南师范大学数学学院，本科学习
2011.09-2014.07，云南师范大学基础数学，硕士研究生学习
2015.09-2018.07，中国科学院大学应用数学，博士研究生学习
工作经历：
2018.11-2020.11，必赢唯一官方网站数学博士后流动站团队博士后
2021.06-至今，必赢76net线路任教
主要研究领域：非线性分析与临界点理论，偏微分方程
代表性学术论著：
1. Wenbo Wang, Xianyong Yang,Fukun Zhao*,Existence and concentration of ground states to a quasilinear problem with competing potentials,Nonlinear Anal., 102 (2014) 120–132.
2. Wang, Wenbo;Yang, Xianyong;Zhao, FukunExistence and concentration of ground state solutions for a subcubic quasilinear problem via Pohozaev manifold.J. Math. Anal. Appl.424 (2015), no. 2,1471–1490.
3. Wang, Wenbo;Li, QuanqingExistence of ground state solutions to Hamiltonian elliptic system with potentials.Acta Math. Sci. Ser. B (Engl. Ed.)38 (2018), no. 6,1966–1980
4. Wang, Wen Bo;Li, Quan QingExistence and concentration of nontrivial solutions for the fractional Schrödinger equations with sign-changing steep well potential. (Chinese)Acta Math. Sci. Ser. A (Chin. Ed.)38 (2018), no. 5,893–902
5. Wang, Wenbo;Zhou, Jianwen;Li, YongkunOn the ground state to Hamiltonian elliptic system with Choquard's nonlinear term.Adv. Math. Phys.2020, Art. ID 8358629, 9 pp.
6. Wang, Wenbo;Li, QuanqingExistence and concentration of positive ground states for Schrödinger-Poisson equations with competing potential functions.Electron. J. Differential Equations2020, Paper No. 78, 19 pp.
7. Wang, Wenbo;Li, Quanqing;Li, YongkunThe sign-changing solutions and ground states for planar Schrödinger-Newton system with an exponential critical growth.J. Math. Phys.61 (2020), no. 10,101513, 21 pp.
8. Wang, Wenbo;Li, Quanqing;Zhou, Jianwen;Li, YongkunNormalized solutions for p-Laplacian equations with a L2-supercritical growth.Ann. Funct. Anal.12 (2021), no. 1,Paper No. 9, 19 pp.
9. Wang, Wenbo;Yu, Yuanyang;Li, YongkunOn the asymptotically cubic fractional Schrödinger-Poisson system.Appl. Anal.100 (2021), no. 4,695–713.
代表性教学科研项目：2019年，主持国家青年基金项目一项
