高夫征

高夫征

高夫征，博士，山東大學數學學院教授，碩士生導師，博士生導師。

基本介紹

  • 中文名：高夫征
  • 畢業院校：山東大學
  • 學位/學歷：博士
  • 職業：教師
  • 專業方向：計算數學及其套用軟體
  • 任職院校：山東大學數學學院
教育經歷,主講課程,發表論文,科研項目,榮譽獎項,

教育經歷

1988.9--1992.8，山東省汶上縣第五中學
1992.9--1994.7，濟寧師範專科學校，數學
1994.9--1996.7，曲阜師範大學，數學教育，理學學士學位
1996.9--1999.3，南京航天航空大學，計算數學，理學碩士學位
2001.9--2005.6，山東大學，計算數學，理學博士學位

主講課程

本科生課程
課程名稱
學年
學期
學時
學分
課程號
高等數學
2019-2020
秋學期
48
3
sd00920090
高等數學
2018-2019
春學期
48
3
sd00920090
計算方法
2018-2019
春學期
32
2
sd00922370
計算方法
2018-2019
秋學期
32
2
sd00922370
數值分析
2018-2019
秋學期
54
3
G190004
線性代數
2017-2018
春學期
32
2
sd00920060
工程中的矩陣理論
2017-2018
秋學期
54
3
G190002
數值代數
2016-2017
春學期
54
3
0190074
研究生課程
課程名稱
學年
學期
學時
學分
課程號
數值分析
2019-2020
秋學期
54
3
G190004
數值代數
2019-2020
春學期
54
3
0190074
數值分析
2019-2020
秋學期
54
3
G190004
數值代數
2018-2019
春學期
54
3
0190074
數值分析
2018-2019
秋學期
54
3
G190004
數值分析
2017-2018
秋學期
54
3
G190004
數值分析
2016-2017
秋學期
54
3
G190004

發表論文

[1] 高夫征 andLi, Na. Energy Law Preserving Finite Element Scheme for the Cahn-Hilliard Equation with Dynamic Boundary Con.Communications in Computational Physics,26,1490,2019.
[2] 高夫征. A modified weak Galerkin finite element methods for convection-diffusion problems in 2D.Journal of Applied Mathematics and Computing,49,493,2015.
[3] 高夫征 and芮洪興. A split least-squares characteristic mixed finite element method for Sobolev equations with convecti.MATHEMATICS AND COMPUTERS IN SIMULATION,80,341,2009.
[4] 林軍 ,陳良 ,管延錦 ,張存生 and高夫征. Solving 2D Poisson-type equations using meshless SPH method.Results in Physics,2019.
[5] 高夫征 and趙國群. Weak Galerkin finite element methods for Sobolev equation.Journal of Computational and Applied Mathematics,317,188,2017.
[6] 高夫征 and趙國群. Weak Galerkin finite element method for time dependent reaction-diffusion equation.Journal of Computational Analysis and Applications,21,1086,2016.
[7] 高夫征. A modified weak Galerkin finite element methods for convection-diffusion problems in 2D.J. Appl. Math. Comput.,2015.
[8] 高夫征 An upwind finite-volume element scheme and its maximum-principle-preserving property for nonlinear c.International Journal for Numerical Methods in Fluids,56,2301,2008.
[9] 高夫征 The characteristic finite volume element method for the nonlinear convection-dominated diffusion pro.Computers and Mathematics with Applications,56,71,2008.
[10] 高夫征. Local Discontinuous Galerkin Finite Element Method and Error Estimates for One Class of Sobolev Equa.Journal of Scientific Computing,41,436,2009.
[11] 付樹軍 ,王文洽 and高夫征. A feature-dependent fuzzy bidirectional flow for adaptive image sharpening.Neurocomputing,70,883,2007.
[12] 芮洪興 and高夫征. A split least-squares characteristic mixed finite element method for Sobolev equations with convecti.Mathematics and Computers in Simulation,80,341,2009.
[13] 高夫征. An incomplete discontinuous Galerkin finite element method for second order elliptic problem.Journal of Computational Analysis and Applications,16,307,2014.
[14] 高夫征 and芮洪興. Numerical simulation of the modified regularized long wave equation by split least squares mixed fin.Mathematics and Computers in Simulation,109,64,2015.
[15] 高夫征. ON L-2 ERROR ESTIMATE FOR WEAK GALERKIN FINITE ELEMENT METHODS FOR|PARABOLIC PROBLEMS.Journal of Computational Mathematics,32,195,2014.
[16] 高夫征. A modified weak Galerkin finite element method for Sobolev eqaution.Journal of Computational Mathematics,33,307,2015.
[17] 高夫征. A Fully-Discrete Local Discontinuous Galerkin Method for Convection-Dominated Sobolev Equation.J Sci Comput,51,107,2012.
[18] 張天德 and高夫征. An expanded mixed finite element method for Sobolev equation.Journal of Computational Analysis and Application,15,534,2013.
[19] 高夫征 and張天德. A numerical study on the expanded mixed finite element method for the BBM equation.Journal of Information & Computational Science,10,355,2013.
[20] 高夫征. A modified weak Galerkin finite element method.J. Comput. Appl. Math.,271,319,2014.
[21] 高夫征. A modified weak Galerkin finite element method for a class of parabolic problems.Journal of Computational and Applied Mathematics,271,1,2014.
[22] 高夫征. A new weighted upwind finite volume element method based on non-standard covolume for time-dependent.International Journal for Numerical Methods in Fluids,73,953,2013.
[23] 高夫征. An upwind finite volume element method Based on quadrilateral meshes for nonlinear convection diffus.Numerical Methods for Partial Differential Equations,25,1067,2009.
[24] 高夫征 andSun, Zhengjia. Multigrid methods for a quad-curl problem based on C-0 interior penalty method.Computers & Mathematics with Applications,76,2192,2018.
[25] 高夫征 andLi, Na. An expanded mixed finite element method for two-dimensional Sobolev equations.Journal of Computational and Applied Mathematics,348,342,2019.
[26] 高夫征 and周世平. Weak Galerkin finite element method with second-order accuracy in time for parabolic problems.Applied Mathematics Letters,90,118,2019.
[27] 林軍 ,管延錦 ,高夫征 ,張存生 ,陳良 and富芳艷. Moving least squares particle hydrodynamics method for Burgers' equation.Applied Mathematics and Computation (New York),356,362,2019.
[28] 高夫征 andCheichan, Mohammed S.. A weak Galerkin finite element method for solving nonlinear convection-diffusion problems in two dim.Applied Mathematics and Computation (New York),354,149,2019.
[29] 陳良 ,管延錦 ,張存生 ,高夫征 and林軍. Solving 2D Poisson-type equations using meshless SPH method.Results in Physics,2019.
[30] 王文洽 ,高夫征 and付樹軍. A feature-dependent fuzzy bidirectional flow for adaptive image sharpening.Neurocomputing,70,883,2007.
[31] 高夫征 and周世平. Weak Galerkin finite element method with second-order accuracy in time for parabolic problems.Applied Mathematics Letters,90,118,2019.
[32] 高夫征 andCheichan, Mohammed S.. A weak Galerkin finite element method for solving nonlinear convection-diffusion problems in two dim.Applied Mathematics and Computation (New York),354,149,2019.
[33] 高夫征 andLi, Na. An expanded mixed finite element method for two-dimensional Sobolev equations.Journal of Computational and Applied Mathematics,348,342,2019.
[34] 高夫征 and周世平. Weak Galerkin finite element method with second-order accuracy in time for parabolic problems.Applied Mathematics Letters,90,118,2019.
[35] 林軍 ,管延錦 ,高夫征 ,張存生 ,陳良 and富芳艷. Moving least squares particle hydrodynamics method for Burgers' equation.Applied Mathematics and Computation (New York),356,362,2019.
[36] 王文洽 ,高夫征 and付樹軍. A feature-dependent fuzzy bidirectional flow for adaptive image sharpening.Neurocomputing,70,883,2007.
[37] 高夫征 andSun, Zhengjia. Multigrid methods for a quad-curl problem based on C-0 interior penalty method.Computers & Mathematics with Applications,76,2192,2018.
[38] 高夫征. An upwind finite volume element method Based on quadrilateral meshes for nonlinear convection diffus.Numerical Methods for Partial Differential Equations,25,1067,2009.
[39] 高夫征. Local Discontinuous Galerkin Finite Element Method and Error Estimates for One Class of Sobolev Equa.Journal of Scientific Computing,41,436,2009.
[40] 高夫征. An upwind finite-volume element scheme and its maximum-principle-preserving property for nonlinear c.International Journal for Numerical Methods in Fluids,56,2301,2008.
[41] 芮洪興 and高夫征. A split least-squares characteristic mixed finite element method for Sobolev equations with convecti.Mathematics and Computers in Simulation,80,341,2009.
[42] 高夫征. The characteristic finite volume element method for the nonlinear convection-dominated diffusion pro.Computers and Mathematics with Applications,56,71,2008.
[43] 趙國群 and高夫征. Weak Galerkin finite element method for time dependent reaction-diffusion equation.Journal of Computational Analysis and Applications,2016.
[44] 高夫征. A modified weak Galerkin finite element method for Sobolev eqaution.Journal of Computational Mathematics,2015.
[45] 高夫征. A modified weak Galerkin finite element methods for convection-diffusion problems in 2D.J. Appl. Math. Comput.,2015.
[46] 芮洪興 and高夫征. Numerical simulation of the modified regularized long wave equation by split least squares mixed fin.Mathematics and Computers in Simulation,2015.
[47] 高夫征. A modified weak Galerkin finite element method.J. Comput. Appl. Math.,271,319,2014.
[48] 高夫征. A modified weak Galerkin finite element method for a class of parabolic problems.J. Comput. Appl. Math.,271,1,2014.
[49] 高夫征. An incomplete discontinuous Galerkin finite element method for second order elliptic problem.Journal of Computational Analysis and Applications,16,307,2014.
[50] 高夫征. On L2 error estimate for weak Galerkin finite element methods for a class of parabolic problem.Journal of Computational Mathematics,32,195,2014.
[51] 張天德 and高夫征. A numerical study on the expanded mixed finite element method for the BBM equation.Journal of Information & Computational Science,10,355,2013.
[52] 張天德 and高夫征. An expanded mixed finite element method for Sobolev equation.Journal of Computational Analysis and Application,15,534,2013.
[53] 高夫征. A new weighted upwind finite volume element method based on non-standard covolume for time-dependent.Int. J. Numer. Meth. Fluids,73,953,2013.
[54] 高夫征. A Fully-Discrete Local Discontinuous Galerkin Method for Convection-Dominated Sobolev Equation.J Sci Comput,51,107,2012.
[55] 趙國群 and高夫征. Weak Galerkin finite element methods for Sobolev equation.Journal of Computational and Applied Mathematics,317,188,2017.

科研項目

[1]特徵屬性重構識別流體技術研究,2009/09/01,2009/12/31,
[2]多尺度流的數學模型和數值方法,2006/01/01,2008/12/01,
[3]複雜流動問題的高性能算法研究,2005/12/01,2006/12/30,
[4]三維擴散方程的保極值原理格式研究,2015/01/01,2017/12/31,
[5]山東濰坊官亭500千伏輸電工程跨越沿線河流防洪評價及跨越引黃濟青輸水渠工程影響評價,2018/07/01,2020/12/31,
[6]錫盟-江蘇±800kV特高壓直流輸電線路工程跨越小清河（含分洪道）防洪評價,2014/01/01,2018/12/31,
[7]榆橫-濰坊1000kV特高壓交流線路工程跨越小清河與南水北調工程防洪影響評價,2014/01/01,2019/12/31,
[8]發展方程最優控制問題的積分平均非重疊型區域分解方法,2013/08/15,2016/12/31,
[9]保持物理特性的三維擴散方程有限體積方法研究,2012/07/31,2015/07/31,
[10]孔隙介質中地震波動方程正演模擬新方法研究二,2010/03/02,2010/12/31,
[11]非線性對流擴散問題的弱Galerkin有限元方法研究,2018/08/16,2022/12/31,
[12]擴散方程的weak Galerkin有限元方法及保正性研究,2013/10/01,2016/10/31,
[13]黏彈性介質中地震波傳播的高精度數值模擬方法研究,2009/12/01,2012/12/31,
[14]能源數值模擬的計算方法理論和套用,2004/01/01,2006/12/31,

榮譽獎項

[1]山東高等學校優秀科研成果獎（自然科學類）

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