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黄守军

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    发布日期:2016-09-07         浏览次数:

一、个人简介

黄守军,男,汉族,1978年7月生,安徽肥西人,博士,现为安徽师范大学数学系教授,主要从事偏微分方程理论及其应用方面的研究。


二、教育经历

1997.9-2001.7 安徽师范大学数学系本科毕业,2001.7获学士学位;

2003.9-2008.6 上海交通大学应用数学系硕博连读,2008.6获博士学位;

2015.7聘任为安徽师范大学教授;

先后到香港大学、香港城市大学国理海大学和宾夕法尼亚州立大学做学术访问


三、研究方向与兴趣

研究方向:偏微分方程理论及其应用;研究兴趣:流体力学方程组,极值曲面方程等。


四、主讲课程

本科生课程:《常微分方程》,《数学物理方程, 《高等数学》,《线性代数》等

研究生课程:《偏微分方程》,双曲守恒律方程


五、科研项目

9.《流体和液晶中尖锐界面极限及其相关问题的研究》,国家自然科学基金面上项目(项目批准号:11871075), 2019.1-2022.12,参与人在研.

8.《复合弹性材料中非线性波的传播》,国家自然科学基金青年基金(项目批准号:11301006), 2014.1-2016.12,主持人,结题

7.《弹性材料若干数学问题的研究》,安徽省自然科学基金面上项目(项目批准号:1408085MA01),2014.7-2016.7,主持人,结题

6.《相位场模型中若干数学问题的研究》,国家自然科学基金青年基金(项目批准号:11301005), 2014.1-2016.12,第一参与人,结题

5.《相对论膜方程的整体解》, 国家自然科学基金(数学天元青年基金)(项目批准号:11026151),2011.1-2011.12,主持人,结题;

4.《二维Euler方程组的整体经典解》, 安徽省教育厅自然科学研究基金重点项目(项目批准号:KJ2010A130),  2010.1-2011.12,主持人,结题;

3.《有限长相变材料弹性杆中的非线性波》,安徽省高等学校优秀青年人才基金(项目批准号:2010SQRL025),2010.1-2011.12,主持人,结题;

2.《相对论弦在Schwarzschild时空中运动的非线性动力学》,国家自然科学基金(数学天元基金)(项目批准号:11026152),2011.1-2011.12, 第二参与人,结题;

1.《时空中相对论弦/膜运动形成的极值子流形》,国家自然科学基金青年基金(项目批准号:11101001),2012.1-2014.12,第二参与人,结题;


六、学术论文

[24] 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.

[23]黄守军,王娟,N维外区域中带变系数非线性项的半线性波动方程解的爆破,数学物理学报accepted,2020;

[22]黄守军,孟希望,常微分不等式及其在半线性波动方程的应用,数学物理学报accepted,2020;

[21]蔡春玲,黄守军,具有对数型衰减初值的半线性波动方程解的爆破, 数学杂志40:90-98 (2020);

[20] 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);

[19] 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);

[18]Xintao Li, Shou-Jun Huang, Weiping Yan, Stability of blow-up solution for the two component Camassa–Holm equations, Asymptotic Analysis, accepted, 2019;

[17]Shou-Jun Huang, Ningjing Yang, Auto-Bäcklund transform and exact solutions to local conformable time-fractional viscous Burgers system, EPL, 125  15003 (2019) (6pp);

[16]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);

[15]段双双,黄守军Keller-Segel生物学方程组周期解的爆破, 数学物理学报37: 326341 (2017);

[14]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);

[13]黄守军,王蕊,等熵Chaplygin气体的平面波解, 数学物理学报36 681–689 (2016);

[12]Shou-Jun Huang, Hui-Hui Dai, De-Xing Kong, Global structure stability for the wave catching-up phenomenon in a prestressed two-material bar, SIAM Journal on Applied Mathematics, 75, 585-604 (2015);

[11]Shou-Jun Huang, Chun-Lei He, On the light-like extremal surfaces in curved space-times, Communications on Theoretical Physics, 61, 15-22 (2014);

[10]Shou-Jun Huang, Jing-Jing Wang, Global structure stability of impact-induced tensile waves in phase-transforming materials, Applied Mathematics and Mechanics, 34, 1155-1166 (2013);

[9]Shou-Jun Huang, Rui Wang, On blowup phenomena of solutions to the Euler equations for Chaplygin gases, Applied Mathematics and Computation, 219, 4365-4370 (2013);

[8]Jin E. Zhang, Shou-Jun Huang, Tiecheng Li, The intersection between European put price and its payoff function, International Journal of Theoretical and Applied Finance, 16, 1350022 (14 pages) (2013);

[7]Shou-Jun Huang, Hui-Hui Dai, Zhen Chen & De-Xing Kong, Mathematical theory and analytical solutions for the wave catching-up phenomena in a two-layer nonlinearly elastic composite bar, Proceedings of the Royal Society A, 468, 3882-3901 (2012);

[6]Shou-Jun Huang, Impact-induced tensile waves in a kind of phase-transforming materials, IMA Journal of Applied Mathematics, 76, 947-858 (2011);

[5]Shou-Jun Huang, Chun-Lei He and Jiang-Li Shi, Remarks on the equations for the motion of relativistic membranes in the Minkowski space, Europhysics Letters, 84, 20004 (2008);

[4]Shou-Jun Huang and De-Xing Kong, Equations for the motion of relativistic torus in the Minkowski space, Journal of Mathematical Physics, 48, 083510 (2007);

[3]Shou-Jun Huang and Chun-Li Chen, Study on solitary waves of a general Boussinesq model, Communications on Theoretical Physics, 48, 773-780 (2007);

[2]Chun-Lei He and Shou-Jun Huang, Harmonic coordinates in the string and membrane equations, Journal of Mathematical Physics, 51, 093510 (2010);

[1]Chun-Li Chen, Shou-Jun Huang and Jin E. Zhang, On head-on collisions between two solitary waves of Nwogu's Boussinesq model, Journal of the Physical Society of Japan, 77, 014003 (2008);


联系方式

电子邮箱sjhuang@mail.ahnu.edu.cn

备注:信息更新时间截止到2020年8月