一、个人基本情况姓名：丁敏
性别：女
学位：博士
职称：副教授
所在系：数学系
电子邮件：minding@whut.edu.cn
联系电话：

二、教育背景与工作经历
教育背景：
2010/01~2012/02国家公派联合培养博士留学于英国牛津大学
2006/09~2013/06上海交通大学，硕博连读，理学博士
工作经历：
2015/09~至今武汉理工大学
2013/09~2015/09复旦大学数学博士后流动站
2012/03~2012/05英国牛津大学偏微分方程中心，访问****
三、研究方向
流体力学中非线性偏微分方程，双曲守恒律，双曲-椭圆耦合方程组的理论分析
四、教学研究
2015-2016-1：常微分方程定性理论（研究生）
2015-2016-2：线性代数（本科生）、偏微分方程（研究生）
2016-2017-1：高等数学B上、数学物理方程（本科生）
2016-2017-2：高等数学B下（本科生）
2017-2018-1：线性代数、数据建模基础（本科生）
2017-2018-2：线性代数、数学物理方程（本科生）
2018-2019-1：高等数学B上、数据建模基础（本科生）

五、科学研究
主要从事于流体力学中非线性偏微分方程若干问题的理论分析研究，涉及到跨数学、物理学、力学、化学等多个学科领域。
主要主持的国家自然科学基金项目：
1.国家自然科学基金青年科学基金项目，,可压缩Euler方程活塞问题间断解的稳定性研究, 2018/1/1-2020/12/31,主持。
2.国家自然科学基金数学天元基金，**,反应流体力学中活塞问题研究, 2017/01/01-2017/12/31,主持。
六、代表性论文及著作
[1]Min Ding, Shengguo Zhu, Vanishing viscosity limit of the Navier-Stokes equations to the Euler equations for compressible fluid flow with far field vacuum,Journal de Math. Pures et Appliques, 107(2017), pp. 288-314.
[2] Min Ding, Existence and stability of rarefaction wave to 1-D piston problem for the relativistic full Euler equations,Journal of Differential Equations,262(2017), pp. 6068-6108.
[3]Min Ding, Stability of contact discontinuities to 1-D piston problem for the
compressible Euler equations,Journal of Differential Equations,264（2018),
No.6, pp. 3836-3863.
[4]Min Ding, Stability of rarefaction wave to the 1-D piston problem for
exothermically reacting Euler equations,Calculus of Variations and Partial Differential Equations, 56(2017), No. 3, Art. 78, 49. pp.
[5]Min Ding, Hairong, Yuan, Stability of transonic jets with strong rarefaction waves
for two-dimensional steady compressible Euler system, Discrete and Continuous
Dynamical Systems, 38(2018), pp.2911-2943.
[6]Min Dingand Yachun, Li, Stability and non-relativistic limits of rarefaction
wave to the 1-D piston problem for the relativistic Euler equations,
Zeitschift fur angewandte Mathematik and Physik, 68(2017), Art. 43, 32. pp.
DOI:10.1007/s00033-017-0787-7.
[7]Min Ding,Shengbo Gong, Global existence of weak solution to the compressible
Prandtl equations,Journal of Mathematical Fluid Mechanics, 19(2017), No. 2, pp. 239-254.
[8]Min Ding, Yachun, Li, Non-relativistic limits of rarefaction wave to the 1-D piston problem for the isentropic relativistic Euler equations,Journal of Mathematical Physics58(2017), 081510.
[9]Min Ding,Jie Kuang and Yongqian Zhang, Global stability of rarefaction wave
to 1-D piston problem for the compressible full Euler equations,Journal of
Mathematical Analysis and Applications, 448(2017), pp. 1228-1264.
[10]Min Ding, Shengbo Gong, Nonlinear analysis on the vibration of elastic plates, Acta Math. Sci. 37B(2)(2017), pp. 511-526.
[11]Min Ding, Yachun Li, Local existence and non-relativistic limits of shock
solutions to a multidimensional piston problem for the relativistic Euler
equations,Zeitschift fur angewandte Mathematik and Physik64(2013),
pp. 101-121.
[12]Min Ding, Yachun Li, Global existence and non-relativistic global limits of
entropy solutions to the 1-D piston problem for the isentropic relativistic Euler
equations,Journal of Mathematical Physics54(2013), 031506.