40001百老汇电子游戏(中国)有限公司官网

姓　　名：	王丽丹
职务职称：	讲师
研究方向：	偏微分方程
E-mail：	wanglidan@ujs.edu.cn
通信地址：	江苏省镇江市学府路301号江苏大学数科学院(212013)

● 2023/09－至今江苏大学40001百老汇官网电子游戏，讲师
● 2021/07－2023/07 复旦大学40001百老汇官网电子游戏，博士后
● 2017/09－2021/07 上海交通大学40001百老汇官网电子游戏，博士
● 2014/09－2017/07 东南大学数学学院，硕士
● 2010/09－2014/07 商丘师范学院数学与统计学院，本科

● Lidan Wang, The ground state solutions to discrete nonlinear Choquard equations with Hardy weights, Bulletin of the Iranian Mathematical Society, (2023) 49:30.
● Bobo Hua, Ruowei Li and Lidan Wang, A class of semilinear elliptic equations on groups of polynomial growth, Journal of Differential Equations, 363 (2023), 327-349.
● Lidan Wang, Lihe Wang and Chunqin Zhou, The dimensional estimates of exponential growth solutions to uniformly elliptic equations of non-divergence form, Discrete and Continuous Dynamical Systems, 42 (2022), 5223-5238.
● Lidan Wang, Lihe Wang, Chunqin Zhou and Zhenjie Li, The behavior and classification of solutions bounded from below to degenerate elliptic equations in unbounded cylinders, Journal of Mathematical Analysis and Applications, 516 (2022), 126560.
● Lidan Wang, The exponential property of solutions bounded from below to degenerate equations in unbounded domains, Acta Mathematica Scientia (English Series), 42 (2022), 323-348.
● Lidan Wang, Lihe Wang and Chunqin Zhou, Classification of positive solutions for fully nonlinear equations in unbounded cylinders, Communications on Pure and Applied Analysis, 20 (2021), 1241-1261.
● Lidan Wang, Lihe Wang and Chunqin Zhou, The exponential growth and decay properties for solutions to elliptic equations in unbounded cylinders, Journal of Korean Mathematical Society, 57 (2020), 1573-1590.