基本介紹
- 中文名：侯江勇
- 國籍：中國
- 民族：漢族
- 畢業院校：四川大學
- 主要成就：西北大學數學學院 講師
一、個人簡歷,學習經歷：,工作經歷：,二、學術論文,
一、個人簡歷
學習經歷：
2006---2010四川大學 數學與套用數學 學士
2010---2016 西安交通大學 計算數學 博士
工作經歷：
2015.01---2015.06 密蘇里科技大學 訪問博士
2016.09---至今 西北大學數學學院 講師
二、學術論文
[1] Hou JY, Qiu ML, He XM, et.al.A dual-porosity-Stokes model and finite element method for coupling dual-porosity flow and free flow,SIAM Journal on Scientific Computing, 38(5):B710–B739, 2016.
[2] Hou JY, Chen J, Sun SY, Chen ZX. Adaptive Mixed-Hybrid and Penalty Discontinuous
Galerkin method for two-phase ow in heterogeneous media[J]. Journal of Computational
and Applied Mathematics, 2016, 307: 262-283. (SCI)
[3] Hou JY, Sun SY, Chen ZX. Numerical comparison of robustness of some reduction methods
in rough grids[J]. Numerical Methods for Partial Di
erential Equations, 2014, 30(5): 1484-1506. (SCI:AN0TI)
[4] Hou JY, Yan WJ, Chen J. Velocity projection with upwind scheme based on the discontinuous
galerkin methods for the two-phase ow problem[J]. International Journal of Modern
Nonlinear Theory and Application, 2015, 4(2): 127-141.
[5] Yan WJ, Hou JY, Gao ZM. Shape identification for convection-diffusion problem based
on the continuous adjoint method. Applied Mathematics Letter, 2016,DOI:10.1016/j.aml.2016.08.014
[6] Yan WJ, Hou JY. Shape Identification for Stokes-Oseen Problem Based on Domain Derivative
Method. Journal of Applied Mathematics and Physics, 2015, 3(12): 1662-1670.
[7] Yan WJ, Hou JY, Ma YC. Optimal shape design in a Stokes ow with convective heat transfer. Chinese Journal of Engineering Mathematics, 2012, 29(3): 437-450.
[2] Hou JY, Chen J, Sun SY, Chen ZX. Adaptive Mixed-Hybrid and Penalty Discontinuous
Galerkin method for two-phase ow in heterogeneous media[J]. Journal of Computational
and Applied Mathematics, 2016, 307: 262-283. (SCI)
[3] Hou JY, Sun SY, Chen ZX. Numerical comparison of robustness of some reduction methods
in rough grids[J]. Numerical Methods for Partial Di
erential Equations, 2014, 30(5): 1484-1506. (SCI:AN0TI)
[4] Hou JY, Yan WJ, Chen J. Velocity projection with upwind scheme based on the discontinuous
galerkin methods for the two-phase ow problem[J]. International Journal of Modern
Nonlinear Theory and Application, 2015, 4(2): 127-141.
[5] Yan WJ, Hou JY, Gao ZM. Shape identification for convection-diffusion problem based
on the continuous adjoint method. Applied Mathematics Letter, 2016,DOI:10.1016/j.aml.2016.08.014
[6] Yan WJ, Hou JY. Shape Identification for Stokes-Oseen Problem Based on Domain Derivative
Method. Journal of Applied Mathematics and Physics, 2015, 3(12): 1662-1670.
[7] Yan WJ, Hou JY, Ma YC. Optimal shape design in a Stokes ow with convective heat transfer. Chinese Journal of Engineering Mathematics, 2012, 29(3): 437-450.
