个人简介
何春蕾，女，汉族，1978年4月生，安徽安庆人，博士，现为安徽师范大学数学系副教授，主要从事偏微分方程理论及其应用方面的研究。1997.9-2001.7安徽师范大学数学系本科毕业，2001.7获学士学位；2002.9-2005.7安徽师范大学数学系硕士毕业，2005.7获硕士学位；2006.3-2009.3上海交通大学应用数学系博士毕业，2009.3获博士学位；2014.7-2015.7美国LehighUniversity做学术访问；2001.7到安徽师范大学工作，2011.7聘任为副教授。四.主讲课程《数学分析》，《数学物理方程》，《偏微分方程》,《高等数学》五．科研项目1.《Minkowski时空中极值曲面的整体存在性》，2009年度安徽省高等学校优秀青年人才基金项目（项目批准号：2009SQRZ025ZD），主持人，结题；2.《有限长相变材料弹性杆中的非线性波》，2010年度安徽省高等学校优秀青年人才基金项目（项目批准号：2010SQRL025），第二参加人，结题；3.《相对论弦在Schwarzschild时空中运动的非线性动力学》，2010年国家天元基金（项目批准号：11026152），主持人，结题；4.《时空中相对论弦/膜运动形成的极值子流形》，2011年国家青年基金（项目批准号：11101001），主持人，结题；
研究领域
偏微分方程理论及其应用，几何分析
近期论文
[12]Shuang-Shuang Duan, Chun-Lei He, Shou-Jun Huang, Hyperbolic mean curvature flow for Lagrangian graphs: one dimensional case, Journal of Geometry and Physics, accepted, 2020.[11]Chun-Lei He, Shou-Jun Huang, Changhua Wei, Stability of traveling wave for the relativistic strings in de Sitter spacetime, J. Math. Phys. 61, 011503 (2020) (10pp);[10]Chun-Lei He, Shou-Jun Huang, Chunping Xia, Yangyang Xu, New exact solutions to the nonlinear Zoomeron equation with local conformable time-fractional derivative, Journal of Mathematical Research with Applications, 40: 287-296 (2020);[9]Chun-Lei He, Shou-Jun Huang, Xiao-Min Xing, Self-similar solutions to the hyperbolic mean curvature flow, Acta Mathematica Scientia, 37: 657-667 (2017);[8]Chun-Lei He, Shou-Jun Huang, De-Xing Kong, Global existence of smooth solutions to relativistic string equations in Schwarzschild space-time for small initial data, Journal of Hyperbolic Differential Equations, 13, 181-213 (2016);[7]Shou-Jun Huang, Chun-Lei He, On the light-like extremal surfaces in curved space-times, Communications on Theoretical Physics, 61, 15-22 (2014);[6]Chun-Lei He and Shou-Jun Huang: Harmonic coordinates in the string and membrane equations, Journal of Mathematical Physics 51, 093510, 2010.[5]Chun-Lei He，De-Xing Kong and Ke-Feng Liu, Hyperbolic Mean Curvature Flow, Journal of Differential Equation 246 (1), 373-390,2009.[4]Chun-Lei He, De-Xing Kong, Spherical symmetric solutions for the motion of relativistic membranes in the Schwarzschild spacetime, Journal of Mathematical Physics 50, 083516,2009.[3]Chun-Lei He, Sen Hu, De-Xing Kong and Ke-Feng Liu, Generalized Ricci flow I: Local existence and uniqueness, Topology and Physics, Proceedings of the Nankai International Conference in Memory of Xiao-Song Lin, edited by Kevin Lin, Zhenghan Wang & Weiping Zhang, 151-171,2008.[2]Chun-Lei He, Exact Solutions for Einstein's Hyperbolic Geometric Flow, Communications in Theoretical Physics, 50 (6), 1331-1335, 2008.[1]Shou-Jun Huang, Chun-Lei He, Jiang-Li Shi：Remarks on the equations for the motion of relativistic membranes in the Minkowski space, Europhysics Letters 84, 20004, 2008.
