一、个人基本情况姓名：王振
性别：男
学位：博士
职称：教授
所在系：数学科学研究中心
电子邮件：zwang@whut.edu.cn
联系电话：**
二、教育背景与工作经历
2016.11——武汉理工大学数学科学研究中心教授、博士生导师
2007.8——2016.10中国科学院武汉物理与数学研究所研究员
2004.5——2007.7香港城市大学应用数学系Assistant Professor
2002.2——2004.4 香港城市大学刘碧如数学中心Research Fellow
2001.9——2002.2中科院武汉武汉物理与数学研究所研究员
1997.10—2001.8香港城市大学应用数学系
1991.7——1997.9中国科学院武汉物理与数学研究所研究实习员、助理研究员
1986.9——1997.6中国科学技术大学数学系

三、研究方向
偏微分方程，渐近分析及其应用
四、教学
主讲数学分析、复变函数,组织双曲型守恒律讨论班
已毕业7名博士，4名硕士，3位博后出站

五、科学研究

承担的基金项目:
l科技部重大基础研究前期研究专项（骨干）：非线性偏微分方程的若干问题，2003.1-2004.12,项目编号：2002CCA03700
l国家自然科学基金面上项目（主持）：双曲型守恒律中的若干问题，2009.1—2011.12,项目编号：NSFC **
l国家自然科学基金面上项目（主持）：几个双曲型守恒律组弱解的存在性问题，2012.1-2015.12， 项目编号：NSFC **
l中科院国家自然科学奖匹配项目（参与）：若干重要的可压缩欧拉方程整体解研究，2014.10-2016.12，
l国家自然科学基金应急管理项目（参与）：双曲型守恒系统中的奇性波研究，2015.1—2016.12,项目编号：NSFC **
l国家自然科学基金面上项目（参与）：欧拉方程及其衍生演化的几类偏微分方程的研究,2018.1—2021.12,项目编号：NSFC **
主要论文：
1.Aifang QuandZhen Wang, “Stability of the Riemann solutions for a Chaplygin gas”,J. Math. Anal. App.,409(1):374-361, 2014
2.Zhen Wangand Hui Zhang, “Global existence of classical solution for a viscous liquid-gas two phase model with mass-dependent viscosity and vacuum”,Acta Math. Sci.,34B:39-52, 2014
3.Shifeng Geng andZhen Wang，“Lp convergence rates of solutions for n-dimensional quasilinear damped wave equation”，J. Math. Anal. Appl.,412(1): 449-465, 2014
4.Shifeng Geng,Zhen Wang, “Best asymptotic profile for the system of compressible adiabatic flow through porous media on quadrant”,Communications on pure and applied analysis, 2012;11(2):475-500
5.Wang, Z,Zhang,TT，“The Riemann problem for a class of nonlinear degenerate equations”，J.Math. Anal. Appl., 2012;394(1):112-120
6.Wang Z,Zhang Q., “The Riemann problem with delta initial data for the one-dimensional Chaplygin gas equation ”, Acta Math. Scientia, 2012;32(3):825-841
7.Zhen Wang, Hui Zhang, Free Boundary Value Problem of One Dimensional Two- Phase Liquid-Gas Model.Acta Math. Sci., 2012, 32(B), 413-432
8.Chun Shen, Meina Sun，Zhen Wang, “Gobal structure of Riemann solutiona to a system of two-dimensional hyperbolic conservation laws”,Nonlinear Analysis: TMA,74(2011),4754-4770
9.F. Huang, R.Pan andZ. Wang,“L1convergencetotheBarenblattsolution for
compressible Eulerequationswithdamping”,Arch. Rat. Mech. Anal., 200(2011),
665-689
10.Shifeng Geng,Zhen Wang, “Convergence rates to nonlinear diffusion waves for solutions to the system of compressible adiabatic flow through porous media”,Communications in Partial Differential Equations, 36 (2011), 850-872
11.Xiaoming Liu,Zhen Wang, “The Riemann problem for the nonlinear degenerate wave equation ”,Acta Mathematica Scientia31(2011), 2313-2322
12.Chun Shen, Meina Sun，Zhen Wang, Limit relations for three simple hyperbolic systems of conservation laws,Mathematical Methods in the Applied Sciences, 33(2010)，1317-1330
13.Zhen Wang, Qingling Zhang, “Spiral solution to the two-dimensional transport equations”,Acta Mathematica Scientia, 30B(6)(2010): 2110-2128
14.Jiang Xinhua, Wang Zhen, “Perturbed periodic solution for Boussinesq equation”,Acta Math. Scientia, 2009,29B, 705-722
15.Z. Wangand R. Wong: “Uniform Asymptotics of the Stieltjes-Wigert Polynomials via the Riemann-Hilbert Approach”,Journal de Mathématiques Purés et Appliquées, 85(2006),698-718.
16.Z. Wangand R. Wong, “Bessel-type asymptotic expansions via the Riemann-Hilbert approach”,Proc. R. Soc. A, 461(2005), 2839-2856
17.Z. Wangand R. Wong, “Uniform asymptotics for orthogonal polynomials with exponential weights-the Riemann-Hilbert approach”,Stud. Appl. Math.,115(2005), 139-155
18.Z. Wangand R. Wong, “Linear difference equations with transition points”,Math. Comp.,74(2005), 629-653
19.C. H. Chang, Y. S. Chow andZ. Wang, “On the asymptotic behavior of heating times”,Analysis and Applications,1(2003), 429-432
20.Z. Wangand R. Wong, “Asymptotic expansions for second-order linear difference equations with a turning point”,Numer. Math.,94(2003), 147-194
21.F. Huang andZ. Wang, “Convergence of approximate solutions for isothermal gas dynamics with vacuum”,SIAM J. Math. Anal.,34(2002), 595-610
22.S. Luo, Z. Wangand Q. Zhang, “An inequality for characteristic functions and its applications to uncertainty relations and the quantum Zeno effect”，J. Phys. A,35(2002), 5935-5941
23.Z. Wangand R. Wong, “Uniform asymptotic expansion of J_u via a difference equation”,Numer. Math.,91(2002), 147-193
24.F. Huang andZ. Wang, “Well posedness for pressureless flow”,Comm. Math. Phys.,222(2001), 117-146
25.F. Huang andWang,Zhen, “Uniqueness on zero pressure gas dynamics”,Acta Math. Sci. Ser. B Engl. Ed.21(2001), no. 2, 145-151
26.X. Ding andZ. Wang, “Uniqueness of generalized solution for the Cauchy problem of transportation equations”, Acta Math. Sci.17(1997), 341-352
27.X. Ding, F. Huang andZ. Wang, “On the Cauchy problem of transportation equations”,Acta Math. Appl. Sinca ,13(1997), 113-122
28.Z. Wang, C. Li and X. Ding, “On a problem of Gelfand”, (Chinese)Chinese Ann. Math. Ser. A17(1996), 665-672
29.C. Li andZ. Wang,“Globally smooth solutions for a model equation in viscoelasticity”, (Chinese)Math. Appl.(Wuhan) 9 (1996),331-334
30.X. Ding andZ. Wang, “Existence and uniqueness of discontinuous solutions defined by Lebesgue-Stieltjes integral”,Sci. China Ser. A39(1996), 807-819
31.X. Ding andZ. Wang, “Generalized solutions of hyperbolic equations defined by Lebesgue-Stieltjes integrals”, (Chinese)Acta Math. Sci.(Chinese) 16 (1996), 113-120
32.Y. Lu,Z. Wang, C. Zhu and H. Zhao, “Convergence of viscosity approximation solutions to a system of nonstrictly hyperbolic equations”, (Chinese)J. Systems Sci. Math. Sci.16(1996), 37-47
33.Z. Wang, J. Chen and G. Li, “A generalization of the Ky Fan inequality”,Univ. Beograd. Publ. Elektrotehn. Fak. Ser. Mat.7(1996), 9-17
34.F. Huang, C. Li andZ. Wang, “Solutions containing delta-waves of Cauchy problems for a nonstrictly hyperbolic system”,Acta Math. Appl. Sinica11(1995), no. 4, 429-446