个人简介
Education
Sep. 2007 — Jan. 2013, Ph.D. in Mathematics, Peking University, China
Sep. 2003 — Jul. 2007, B.S. in Mathematics, Peking University, China
Employment
Feb. 2015 — , Special-term Professor, Department of Mathematics, Zhejiang University, China
Jan. 2013 — Jan. 2015, Postdoc, Beijing International Center for Mathematical Research, Peking University, China
教学与课程
Fall 2015 , Calculus I
Spring 2017, Real Variables
Spring 2018, Partial Differential Equations
Fall 2018, Functional Analysis I
Fall 2018, Advanced Seminar in Analysis
Spring 2019, Partial Differential Equations
科研
如果想跟我做本科生科研(每年可指导1-2位),或者念硕士/博士研究生(每年1-2名),请邮件跟我联系。
其他
基金项目:
国家自然科学基金青年项目,2016-2018,主持
国家自然科学基金面上项目,2019-2022,主持
近期论文
查看导师新发文章
(温馨提示:请注意重名现象,建议点开原文通过作者单位确认)
[1]W.Wang,P.Zhang and Z.Zhang,Well-posedness of hydrodynamics on the moving elastic surface,Arch.Rational Mech.Anal.,206(2012),no.3,953-995.
[2]W.Wang,P.Zhang and Z.Zhang,Well-posedness of the Ericksen-Leslie system,Arch.Rational Mech.Anal.,210(2013),no.3,837-855.
[3]C.Wang,W.Wang and Z.Zhang,Global well-posedness of compressible Navier-Stokes equations for some classes of large initial data,Arch.Rational Mech.Anal.,213(2014),no.1,171-214.
[4]W.Wang,P.Zhang and Z.Zhang,The small Deborah number limit of the Doi-Onsager equation to the Ericksen-Leslie equation,Comm.Pure Appl.Math.,68(2015),no.8,1326-1398.
[5]J.Han,Y.Luo,W.Wang,P.Zhang and Z.Zhang,From microscopic theory to macroscopic theory:a systematic study on modeling for liquid crystals,Arch.Rational Mech.Anal.,215(2015),no.3,741-809.
[6]W.Wang,P.Zhang and Z.Zhang,Rigorous derivation from Landau-de Gennes theory to Ericksen-Leslie theory,SIAM J.Math.Anal.,47(2015),no.1,127-158.
[7]S.Li,W.Wang and P.Zhang,Well-posedness and small Deborah number limit of a molecule-based Q-tensor model,Disc.Cont.Dyn.Sys.-B.,20(2015),no.8,2611-2655.
[8]M.Fei,W.Wang,P.Zhang and Z.Zhang,Dynamics of the nematic-isotropic sharp interface for liquid crystals,SIAM J.Appl.Math.,75(2015),no.4,1700-1724.
[9]W.Wang,P.Zhang and Z.Zhang,Some mathematical problems in liquid crystal theories(in Chinese),Sci.Sin.Math.,46(2016),895-914.
[10]J.Park,W.Wang,P.Zhang and Z.Zhang,On minimizers for the isotropic-nematic interface problem,Calc.Var.(2017)56:41.
[11]D.An,W.Wang and P.Zhang,On equilibrium configurations of nematic liquid crystals droplet with anisotropic elastic energy,Res.Math.Sci.(2017)4:7.
[12]Z.Geng,W.Wang,P.Zhang and Z.Zhang,Stability of half-degree point defect profiles for 2-D nematic liquid crystal,Disc.Cont.Dyn.Sys.-A.,37(2017),no.12,6227-6242.
[13]Y.Sun,W.Wang and Z.Zhang,Nonlinear stability of the current-vortex sheet to the incompressible MHD equations,Comm.Pure Appl.Math.,71(2018),no.2,356-403.
[14]Y.Liu and W.Wang,The Oseen-Frank limit of Onsager's molecular theory for liquid crystals,Arch.Rational Mech.Anal.,227(2018),no.3,1061-1090.
[15]Y.Liu and W.Wang,On the initial boundary value problem of a Navier-Stokes/Q-tensor model for liquid crystals,Disc.Cont.Dyn.Sys.-B,23(2018),no.9,3879-3899.
[16]Y.Liu and W.Wang,The small Deborah number limit of the Doi-Onsager equation without hydrodynamics,J.Funct.Anal.,275(2018),no.10,2740-2793.
[17]M.Fei,W.Wang,P.Zhang and Z.Zhang,On the isotropic-nematic phase transition for the liquid crystal,Peking Math.J.,1(2018),no.2,141-219.
[18]Y.Sun,W.Wang and Z.Zhang,Well-posedness of the plasma-vacuum interface problem for ideal incompressible MHD,Arch.Rational Mech.Anal.,online.
学术兼职
期刊审稿:
J. Amer. Math. Soc, J. Euro. Math. Soc, Arch. Ration. Mech. Anal., J. Funct. Anal., Comm. Math. Sci., Disc. Cont. Dyn. Sys.-B, Math. Methods Appl. Sci., Res. Math. Sci.-B, Comm. Pure Appl. Anal., Math. Model. Anal.