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谢树森
发布者: 崔琪
发布时间:2017-04-12
浏览次数:3311

姓名:谢树森

职称:教授

邮箱:shusenxie@ouc.edu.cn

办公室:数学楼419

研究方向:偏微分方程数值方法及应用研究

主讲课程

本科生课程:计算方法,微分方程数值解法,高等微积分,数学物理方法等

研究生课程:有限元方法,有限差分方法,偏微分方程近代理论等

学习与工作经历

1996年7月,山东大学计算数学专业毕业获理学博士学位。

1997年8月至今,中国海洋大学永利总站ylzz55|首頁|欢迎您。 

科研项目

承担过多项国家自然科学基金和省自然科学基金项目的研究工作。

发表文章及论著

1. Shusen Xie, Peng Li, Zhen Gao, Hui Wang,  High order compact finite difference schemes for a system of third order  boundary value problem. Applied Mathematics and Computation (Appl. Math.Comp.),  2012, 219: 2564–2573.
2. Robert V. Namm, Gyungsoo Woo, Shu-Sen Xie,  Sucheol Yi, Solution of semicoercive signorini problem based on a duality scheme  with modified Lagrangian functional. Journal of Korean Mathematical Society(J.  Korean Math. Soc.), 2012, 49(4): 843-854. 
3. Shuyan Hao, Shusen Xie, Sucheol  Yi, The Galerkin method for the KdV equation using a new basis of smooth  piecewise cubic polynomials. Applied Mathematics and Computation (Appl.  Math.Comp.), 2012, 218: 8659-8671. 
4. Shusen Xie, Sucheol Yi, Tae In  Kwon, Fourth-order compact difference and alternating direction implicit schemes  for telegraph equations. Computer Physics Communications (Comp. Phy. Comm.),  2012, 183: 552-569. 
5. Zhen Gao, Shusen Xie, Fourth-order alternating  direction implicit compact finite difference schemes for two-dimensional  Schrodinger equations. Applied Numerical Mathematics (Appl. Numer. Math.), 2011,  61: 593-614. 
6. Shusen Xie, Guangxing Li, Sucheol Yi, Sunyeong Heo, A  compact finite difference method for solving Burgers equation. International  Journal for Numerical Methods in Fluids (Int. J. Numer. Meth. Fluids), 2010, 62:  747-764. 
7. Shusen Xie, Guangxing Li, Sucheol Yi, Compact Finite  Difference Schemes with High Accuracy for One-dimensional Nonlinear Schrodinger  Equation. Computer Methods in Applied Mechanics and Engineering (Comput. Methods  Appl. Mech. Engrg.), 2009, 198(9-12)1052-1060. 
8. Shusen Xie, Seokchan  Kim, Gyungsoo Woo, Sucheol Yi, A Numerical Method for Generalized Regularized  Long Wave Equation Using Reproducing Kernel Function. SIAM Journal on Scientific  Computing (SIAM J. Sci. Comput.), 2008, 30(5): 2263-2285. 
9. Shusen Xie,  Sunyeong Heo, Seokchan Kim, GyungsooWoo, Sucheol Yi, Numerical Solution of One  Dimensional Burgers

  

  


数学学院

姓            名:

谢树森

职            称:

邮            箱:

办     公     室:

办 公 室 电 话:

研  究  方  向:

姓名:谢树森

职称:教授

邮箱:shusenxie@ouc.edu.cn

办公室:数学楼419

研究方向:偏微分方程数值方法及应用研究

主讲课程

本科生课程:计算方法,微分方程数值解法,高等微积分,数学物理方法等

研究生课程:有限元方法,有限差分方法,偏微分方程近代理论等

学习与工作经历

1996年7月,山东大学计算数学专业毕业获理学博士学位。

1997年8月至今,中国海洋大学永利总站ylzz55|首頁|欢迎您。 

科研项目

承担过多项国家自然科学基金和省自然科学基金项目的研究工作。

发表文章及论著

1. Shusen Xie, Peng Li, Zhen Gao, Hui Wang,  High order compact finite difference schemes for a system of third order  boundary value problem. Applied Mathematics and Computation (Appl. Math.Comp.),  2012, 219: 2564–2573.
2. Robert V. Namm, Gyungsoo Woo, Shu-Sen Xie,  Sucheol Yi, Solution of semicoercive signorini problem based on a duality scheme  with modified Lagrangian functional. Journal of Korean Mathematical Society(J.  Korean Math. Soc.), 2012, 49(4): 843-854. 
3. Shuyan Hao, Shusen Xie, Sucheol  Yi, The Galerkin method for the KdV equation using a new basis of smooth  piecewise cubic polynomials. Applied Mathematics and Computation (Appl.  Math.Comp.), 2012, 218: 8659-8671. 
4. Shusen Xie, Sucheol Yi, Tae In  Kwon, Fourth-order compact difference and alternating direction implicit schemes  for telegraph equations. Computer Physics Communications (Comp. Phy. Comm.),  2012, 183: 552-569. 
5. Zhen Gao, Shusen Xie, Fourth-order alternating  direction implicit compact finite difference schemes for two-dimensional  Schrodinger equations. Applied Numerical Mathematics (Appl. Numer. Math.), 2011,  61: 593-614. 
6. Shusen Xie, Guangxing Li, Sucheol Yi, Sunyeong Heo, A  compact finite difference method for solving Burgers equation. International  Journal for Numerical Methods in Fluids (Int. J. Numer. Meth. Fluids), 2010, 62:  747-764. 
7. Shusen Xie, Guangxing Li, Sucheol Yi, Compact Finite  Difference Schemes with High Accuracy for One-dimensional Nonlinear Schrodinger  Equation. Computer Methods in Applied Mechanics and Engineering (Comput. Methods  Appl. Mech. Engrg.), 2009, 198(9-12)1052-1060. 
8. Shusen Xie, Seokchan  Kim, Gyungsoo Woo, Sucheol Yi, A Numerical Method for Generalized Regularized  Long Wave Equation Using Reproducing Kernel Function. SIAM Journal on Scientific  Computing (SIAM J. Sci. Comput.), 2008, 30(5): 2263-2285. 
9. Shusen Xie,  Sunyeong Heo, Seokchan Kim, GyungsooWoo, Sucheol Yi, Numerical Solution of One  Dimensional Burgers

  

  


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