• <tbody id="2rmra"><pre id="2rmra"></pre></tbody>

    <th id="2rmra"><pre id="2rmra"></pre></th>
    <tbody id="2rmra"></tbody><ol id="2rmra"></ol>

  • <tbody id="2rmra"></tbody>

      當前位置:師資 > 教師簡介:文立平

      教師簡介:文立平

      發布時間:2018-12-19   閱讀: 4845次

      文立平_副本.jpg

       

       

      基本信息


      姓名: 文立平

      職稱: 教授

      電子信箱: lpwen@xtu.edu.cn

       

      個人簡介


      196211月生,湖南寧鄉人,教授,理學博士,博士生導師。

       

      研究方向


      剛性泛函微分方程數值解法

       

      科研項目


      近年來主持和參加科研項目情況

       

      [1] 國家自然科學基金(11371302),Volterra泛函微分方程多步Runge-Kutta方法的數值分析及應用,主持,2014.1-2017.12.

      [2] 湖南省高等學校科學研究重點項目(09A093),非線性Volterra泛函微分方程數值方法的穩定性和散逸性分析,主持,2009-2012

      [3] 湖南省自然科學基金(08JJ6002, 泛函微分動力系統數值方法的散逸性分析及應用,主持,2008.7-2010.12

      [4] 湖南省教育廳一般項目(01C058),幾類泛涵微分方程的數值方法及應用, 主持,2001.1-2003.12

      [5] 國家自然科學基金(10971175, 時滯與振蕩奇異攝動初值問題的數值分析及高效算法,2009.1-20012.12,第二

      [6] 國家自然科學基金(11171282, 復合剛性泛函微分方程高效分裂算法及其理論,第二,50萬元,2011.1-2014.12,已結題。

      [7] 國家自然科學基金(10571147, 奇異攝動初值問題數值方法理論及高效算法,第三,2006.1-2008.12

      [8] 國家自然科學基金(10271100, 剛性泛函微分方程數值方法的B-理論及其應用,第四,2003.1-2005.12

      [9] 國家863課題,輻射流體力學方程組的高效數值方法、并行算法及程序實現,第五,2001.1-2005.12

      [10]國家自然科學基金(10871164),剛性泛函微分方程數值分析及高效算法,第五,2009.1-2011.12

      [11] 國家自然科學基金(19871070, 非線性剛性延遲微分方程算法理論及高效并行算法,第六,1999.1-2001.12

      [12] 湖南省教育廳青年項目(07B072),非線性中立型延遲積分微分方程數值方法穩定性分析,第二,2007.1-2009.12

      [13] 省教育廳青年項目,時滯偏差分方程的定性理論及其應用,第三,2001.1-2003.12

      [14] 湖南省自然科學基金,剛性問題數值方法的定量收斂分析及高效保結構算法,第四,2004.1-2005.12

      [15] 湖南省教育廳劃塊項目,非線性中立型延遲微分方程算法理論及應用,第二,2003.10-2005.12

      [16] 湖南省教育廳劃塊項目,非線性微分代數方程算法理論及高效保真算法,第四,1999.1-2001.12

      [17] 湖南省教育廳劃塊項目,非線性剛性變延遲微分方程數值方法的理論及應用,第四,2002.1-2004.12

      [18] 省自然科學基金,非線性時滯差分系統的定性理論,第二,2003.1-2004.12

      [19] 湖南省教育廳青年項目,剛性微分方程數值方法的定量收斂分析及應用,第三,2002.7-2004.12

       

      論文專著


      近年來發表的主要論文

      2019

      [1] Zhiyong Xing Liping Wen, Numerical analysis and fast implementation of a fourth-order difference scheme for two-dimensional space-fractional diffusion equationsApplied Mathematics and Computation, Volume 346, 1 April 2019, Pages 155-166,

       

      2018

      [1] 文立平、楊春花、文海洋非線性泛函積分微分方程多步Runge-Kutta方法的穩定性和漸近穩定性,湘潭大學學報自然科版,2018(1)1~5.

      [2] Zhiyong Xing Liping WenA conservative difference scheme for the Riesz space-fractional sine-Gordon equationAdvances in Difference Equations (2018) 2018: 238 https:// doi.org /10. 1186 /s13662-018-1689-5

      [3] Haiyang Wen, Shi Shu, Liping Wen, A new generalization of Halanay-type inequality and its applications, Journal of Inequalities and Applications, (2018)2018:300, https://doi.org/10.1186/ s13660-018-1894-5

       

      2017

      [1]  Liping Wen, Yan Zhou, Convergence of one-leg methods for neutral delay integro- differential equations, Journal of Computational and Applied Mathematics 317 (2017) 432–446.

      [2] Liping Wen, Qing Liao, Dissipativity of one-leg methods for a class of nonlinear functional-integro-differential equations, Journal of Computational and Applied Mathematics, 318 (2017) 26-37.

      [3] Xuenian Cao, Xianxian Cao, Liping Wen, The implicit midpoint method for the modified anomalous sub-diffusion equation with a nonlinear source term, Journal of Computational and Applied Mathematics 318 (2017) 199-210.

      [4] Suxia Wang, Liping Wen, Numerical dissipativity of neutral integro-differential equations with delay,   INTERNATIONAL JOURNAL OF COMPUTER MATHEMATICS, 94 (2017), NO. 3, 536–553,  http://dx.doi.org/10.1080/00207160.2015.1118067

      [5]Qing  Liao , Liping Wen,  Dissipativity of Runge-Kutta methods for a class of nonlinear functional-integrodifferential equations, Advances in Difference Equations  (2017) 2017:142, DOI :10.1186/s13662-017-1196-0

      [6]余越昕,肖榮,文立平,Banach空間非線性脈沖微分方程的穩定性分析,湘潭大學自然科學學報,391)(201714.

       

      2016

      [1]  Liping Wen, Yuexin Yu, Convergence of Runge–Kutta methods for neutral delay integro-differential equations, Applied Mathematics and Computation 282 (2016) 84–96 .

       

      2015

      [1]  Yuexin Yu and Liping Wen, Stability Analysis of One-Leg Methods for Nonlinear Neutral Delay Integro-differential Equations, Discrete Dynamics in Nature and Society,Volume 2015, Article ID 325364, 9 pages, http://dx.doi.org/10.1155/2015/325364.

      [2]  Liping Wen, Xiong Liu, and Yuexin Yu, “Stability of Runge-Kutta Methods for Neutral Delay Differential Equations,” Discrete Dynamics in Nature and Society, vol. 2015, Article ID 127027, 8 pages, 2015. doi:10.1155/2015/127027.

       

      2014

      [1]  Yuexin Yu, Zhongyan Liu, and Liping Wen, “Stability Analysis of Runge-Kutta Methods for Nonlinear Functional Differential and Functional Equations,” Journal of Applied Mathematics, vol. 2014, Article ID 607827, 9 pages, 2014. doi:10.1155/2014/607827

       

      2013

      [1]  Guanghua He, Liping Wen, Dissipativity of θ-Methods and One-Leg Methods for Nonlinear Neutral Delay Integro-Differential Equations, WSEAS Transactions on Mathematics, Issue 4, Volume 12, April 2013.405-415.

      [2]  Liping Wen, Xiaolin Tang, Numerical Solving Two-dimensional Variable-Order Fractional Advection-dispersion Equation, WSEAS Transactions on Mathematics, Issue 11, Volume 12, November 2013, 1097-1103.

       

      2012

      [1]  Chao Ye, Xian-nan Luo, Li-ping Wen, High-order numerical methods of fractional-order Stokes’ first problem for heated generalized second grade fluid, Applied Mathematics and MechanicsVolume 33, Number 1 / January 2012 , 65-80 (SCI)

      [2]  Liping Wen, Xiong Liu, Numerical stability of one-leg methods for neutral delay differential equations, BIT Numerical Mathematics: Volume 52, Issue 1 (2012), Page 251-269SCI

      [3] 王炳濤,文立平,Volterra泛函微分方程一般線性方法的穩定性[J]. 計算數學, 2012, 34(3): 225-234. (CSCD)

       

      2011

      [1]  Liping Wen, Yuexin Yu, Shoufu Li, Dissipativity of Runge-Kutta methods for Volterra functional differential equations, Applied Numerical Mathematics, Volume 61, Issue 3, March 2011, Pages 368-381SCI

      [2]  Liping Wen, Yuexin Yu, The analytic and numerical stability of stiff impulsive differential equations in Banach space,  Applied Mathematics Letters, Volume 24, Issue 10, October 2011, Pages 1751-1757 SCI

      [3]  Hong Su, Shui-Ping Yang, Li-Ping Wen, Stability and convergence of the two parameter cubic spline collocation method for delay differential equations, Computers and Mathematics with Applications, Computers & Mathematics with Applications, Volume 62, Issue 6, September 2011, Pages 2580-2590SCI

      [4]  葉超駱先南文立平分數階擴散方程的一種新的高階數值方法[J]. 湘潭大學學報自然科版, 2011,(4):16-20

      [5] 彭文婷文立平分數階擴散-波動方程數值求解, 福州大學學報 (自然科學版),  2011年,39卷第4508-511

       

      2010

      [1]  Liping Wen, Wansheng Wang, Yuexin Yu, Dissipativity and asymptotic stability of nonlinear neutral delay-integro-differential equations, Nonlinear Analysis: Theory, Methods & Applications, Volume 72, Issues 3-4, 1 February 2010, Pages 1746-1754.SCI

      [2]  Wansheng Wang, Liping Wen, Shoufu Li, Stability of linear multistep methods for nonlinear neutral delay differential equations in Banach space, Journal of Computational and Applied Mathematics,  Volume 233, Issue 10, 15 March 2010, Pages 2423-2437.SCI

      [3]  Xueyong Liu, Liping Wen, Dissipativity of one-leg methods for neutral delay integro- differential equations, Journal of Computational and Applied Mathematics, Volume 235, Issue 1, 1 November 2010, Pages 165-173 (SCI)

      [4]  Yuexin Yu, Liping Wen, Stability analysis of one-leg methods for nonlinear functional differential and functional equations,  Journal of Computational and Applied Mathematics, Volume 235, Issue 3, 1 December 2010, Pages 817-824.SCI
        

      2009

      [1]  Liping Wen, Yuexin Yu, Shoufu Li,  Stability and asymptotic stability of θ-methods for nonlinear stiff Volterra functional differential equations in Banach spaces, Journal of Computational and Applied Mathematics, Volume 230, Issue 2, 15 August 2009, Pages 351-359. (SCI

      [2]  Liping Wen, Suxia Wang, Yuexin Yu , Dissipativity of Runge-Kutta methods for neutral delay integro-differential equations, Applied Mathematics and Computation, Volume 215, Issue 2, 15 September 2009, Pages 583-590SCI

      [3] 余越昕文立平非線性中立型延遲積分微分方程單支方法的穩定性分析應用數學, 22 (2)( 2009)291-296.(CSCD)

      [4] 余越昕文立平非線性中立型延遲積分微分方程線性-方法的漸近穩定性數值計算與計算機應用, 30 (4)(2009), 241-246 (CSCD)

       

      2008

      [1] Liping Wen, Yuexin Yu, Wansheng Wang,  Generalized Halanay inequalities for dissipativity of Volterra functional differential equations, Journal of Mathematical Analysis and Applications, Volume 347, Issue 1, 1 November 2008, Pages 169-178. SCI

      [2] Liping Wen, Wansheng Wang, Yuexin Yu, Dissipativity of θ-methods for a class of nonlinear neutral delay differential equations, Applied Mathematics and Computation, Volume 202,  Issue 2,  15 August 2008,  Pages 780-786 . SCI

      [3] Liping Wen, Wansheng Wang, Yuexin Yu, Shoufu Li, Nonlinear stability and asymptotic stability of implicit Euler method for stiff Volterra functional differential equations in Banach spaces, Applied Mathematics and Computation, Volume 198, Issue 2, 1 May 2008, Pages 582-591SCI

      [4] Wansheng Wang, Liping Wen, Shoufu Li, Nonlinear stability of θ-methods for neutral differential equations in Banach space, Applied Mathematics and Computation, Volume 198, Issue 2,  1 May 2008,  Pages 742-753. SCI

      [5] Wansheng Wang, Liping Wen, Shoufu Li, Nonlinear stability of explicit and diagonally implicit Runge-Kutta methods for neutral delay differential equations in Banach space, Applied Mathematics and Computation, Volume 199, Issue 2, 1 June 2008, Pages 787-803. SCI

      [6] 余越昕文立平李壽佛延遲積分微分方程單支方法的穩定性分析工程數學學報25(3)(2008), 469-474 (CSCD)


      2007

      [1] Yuexin Yu, Liping Wen, Shoufu Li,  Nonlinear stability of Runge-Kutta methods for neutral delay integro-differential equations, Applied Mathematics and Computation, Volume 191, Issue 2, 15 August 2007, Pages 543-549. SCI

      [2] Yuexin Yu, Liping Wen, Shoufu Li, Stability analysis of general linear methods for nonlinear neutral delay differential equations, Applied Mathematics and Computation, Volume 187, Issue 2, 15 April 2007, Pages 1389-1398. SCI

      [3] 文立平,王炳濤,王素霞,Volterra泛函微分方程Runge-Kutta方法的穩定性,湘潭大學自然科學學報 , 29(4)(2007), 1-5.

      [4] 王素霞,王炳濤,文立平多延遲微分方程Runge-Kutta方法的散逸性,吉首大學自然科學學報, 28(4)(2007), 20-23.  

      [5] 劉學泳,文立平, Volterra 泛函微分方程單支θ-方法的散逸性湖南農業大學學報(自然科學版), 33 (4) (2007), 489-491

      [6] 劉學泳文立平, Volterra泛函微分方程二階BDF方法的散逸性, 邵陽學院學報(自然科學版),  (2) (2007), 8-10

       

      2006

      [1]  Wen Liping, Li Shoufu,  Dissipativity of Volterra Functional Differential Equations Journal of Mathematical Analysis and Applications, Volume 324, Issue 1, 1 December 2006, Pages 696-706 SCI

      [2]  Wen Liping, Yu Yuexin, Li Shoufu, The Test Problem Class of Volterra Functional Differential Equations in Banach Space. Applied Mathematics and Computation, Volume 179, Issue 1, 1 August 2006, Pages 30-38 (SCI).

      [3]  Wen Liping, Yu Yuexin, Li Shoufu, Stability of Explicit and Diagonal Implicit Runge-Kutta Methods for Nonlinear Volterra Functional Differential Equations in Banach Spaces. Applied Mathematics and Computation, Volume 183, Issue 1, 1 December 2006, Pages 68-78(SCI)

      [4] 文立平,余越昕,李壽佛,一類求解分片延遲微分方程的線性多步法的散逸性計算數學. 28(1) (2006) 67-74. (CSCD)

      [5] 余越昕,文立平,李壽佛,非線性中立型延遲微分方程線性theta-方法的漸近穩定性,高等學校計算數學學報,282)(2006),103-110  (CSCD)

      [6] 余越昕文立平李壽佛非線性中立型延遲微分方程單支方法的穩定性計算數學, 2006,28(4):357-364  (CSCD)

       

      2005

      [1]  Wen Liping, Li Shoufu, Nonlinear stability of Linear Multistep Methods for  Stiff Delay Differential Equations in Banach SpacesAppl. Math. Comput., 168 (2005) 1031-1044. (SCI,EI)

      [2]  Wen Liping, Li ShoufuStability of Theoretical Solution and Numerical Solution of Nonlinear Differential Equations with Piecewise Delays,  J. Comput. Math., 23 (4) (2005) 393-400. (SCICSCD)

      [3] 文立平,李壽佛,余越昕,王文強,Banach空間中非線性剛性延遲微分方程 theta-方法的漸近穩定性系統仿真學報, 17(3) (2005) 606-608. (EI, CSCD)

      [4] 余越昕,文立平,李壽佛,剛性延遲積分微分方程單支方法的B-收斂性,計算數學,27(3)(2005) 291-302. (CSCD)

      [5] 余越昕,文立平,李壽佛,非線性比例延遲微分方程線性theta-方法的漸近穩定性,系統仿真學報, 17(3) (2005) 604-605. (EI, CSCD)

      [6] 余越昕,文立平,非線性中立型延遲微分方程單支θ-方法的穩定性,湘潭大學自然科學學報,7(4)(2005) 1-4 

      [7] 余越昕,文立平,非線性積分微分方程單支θ-方法的穩定性分析,江西師范大學學報:自然科學版,29(2)(2005) 153-155

       

      早些時候的部分論文

      [1]  文立平,黃乘明,一族多步二階導數方法的收縮性, 計算數學,23 (3)2001265-270. (CSCD)

      [2]  文立平,時滯微分方程θ-方法的非線性穩定性,湘潭大學自然科學學報,20 (4 )1998 7-9.

      [3]  文立平,肖愛國,單隱辛Runge-Kutta-Nystrom方法,湘潭大學自然科學學報,19 (2 )199716-19.

      [4]  文立平,時滯微分方程初值問題數值方法的誤差估計,長沙水電師院學報:自然科學版,13 (1) (1998) 10-12

      [5]  李壽佛,文立平,A (α)-收縮的高階混合方法及二階導數方法,湘潭大學自然科學學報,15  (1 )19934-19

      [6]  文立平,縮放微分方程隱式Euler方法的穩定性,長沙電力學院學報(自然科學版)14 (1) (1999) 11-13

      [7] 文立平,二級對角隱式辛 Runge-Kutta-Nystrom 方法的穩定性,長沙電力學院學報(自然科學版)12(4)(1997) 10-12

      [8] 文立平,一類對角隱式辛Runge-Kutta-Nystroem方法,湘潭大學自然科學學報,20(2) (1998) 1-4

      [9] 余越昕 文立平,一類線性多步法關于變延遲微分方程的漸近穩定性,長沙電力學院學報:自然科學版, 18(3)(2003),4-6 

       

      成果獲獎


      [1]  湖南省自然科學獎二等獎: 非線性中立型泛函微分方程理論及數值分析,湖南省人民政府,2015, 王晚生,李壽佛,文立平,姜英軍,吳君,張瑗.

      [2] 2014年國家級教學成果獎二等獎: 構筑多層平臺,創新協同機制,推進地方高校計算科學人才培養綜合改革, 黃云清、舒適、肖愛國、高協平、文立平、陳艷萍.

      [3] 湘潭大學2013年度關心共青團工作育才獎,      文立平, 湘潭大學 ,2014.04

      [4] 湖南省高等教育省級教學成果獎一等獎:依托優質資源,構筑高層平臺,強化協同效應,培養優秀計算科學人才, 黃云清、舒適、肖愛國、高協平、文立平,2013.12

      [5] 湘潭大學高等教育教學成果獎一等獎:依托優質資源,構筑高層平臺,強化協同效應,培養優秀計算科學人才, 黃云清、舒適、肖愛國、高協平、文立平,2013.12.16

      [6] 教育部普通高等教育精品教材《數值計算方法》,教高司函〔2009203,黃云清,舒適,陳艷萍,金繼承,文立平, 2009

      [7] 湖南省優秀教學成果二等獎:發揚特色與優勢,強化精品課程和教材建設,培養多層次高素質計算數學人才,黃云清、肖愛國、舒適、陳艷萍、文立平,2006.12

      [8] 2018年優秀科技工作者,中國系統仿真協會,201810月。

       

       

      先锋影音av资源一先锋噜噜