田兆禄

时间:2021-10-15 09:19:52  作者:  点击:


姓名:田兆禄

性别:男

出生年月:1979.07

职称:副教授

学历学位:博士

最后毕业院校:上海大学

所学专业:计算数学

学科方向:矩阵方程和线性方程组的数值算法

主要授课课程:高等数学、线性代数、数值分析

主要科研成果:

(1)Zhaolu Tian, Xiaojing Li, Yinghui Dong, Zhongyun Liu, Some relaxediteration methods for solving matrix equation AXB=C, Applied Mathematicsand Computation,403 (2021) 126189.(SCI)


(2) Zhaolu Tian, Xukuan Li, Tongyang Xu, Zhongyun Liu, A relaxed MSIOiteration algorithm for solving coupled discrete Markovian jump Lyapunovequations, Journal of the Franklin Institute, 358(2021)3051–3076.(SCI)


(3)Zhaolu Tian, Yan Zhang, Junxin Wang, ChuanqingGu, Several relaxediteration methods for computing PageRank, Journal of Computational andApplied Mathematics, 388 (2021) 113295.(SCI)


(4)Zhaolu Tian, Zhongyun Liu, Yinghui Dong, The coupled iteration algorithmsfor computing PageRank, NumerAlgor (2021)https://doi.org/10.1007/s11075-021-01166-x.(SCI)


(5)Zhaolu Tian, Junxin Wang, Yinghui Dong , Zhongyun Liu, A multi-step Smith-inner-outer iteration algorithm for solving coupled continuous Markovian jump Lyapunov matrix equations, Journal of the Franklin Institute357 (2020)3656–3680(SCI)


(6)Zhaolu Tian, Yong Liu, Yan Zhang, Zhongyun Liu, Maoyi Tian, The general inner-outer iteration method based on regular splittings for the PageRank problem, Applied Mathematics and Computation, 271 (2019) 337-343.(SCI)


(7) Maoyi Tian, Yan Zhang,YudongWang,Zhaolu Tian, A generalmulti-splitting iteration method for computing PageRank, Comp. Appl. Math. (2019) 38: 60. https://doi.org/10.1007/s40314-019-0830-8.(SCI,通讯作者)


(8)Zhaolu Tian, Xiaoyan Liu, Yudong Wang, P.H. Wen, The modified matrix splitting iteration method for computing PageRank problem, Filomat, 33 (2019)725-740.(SCI).


(9)Fangfang Dou, Zi-Cai Li, C.S.Chen,Zhaolu TianAnalysis on the method of fundamental solutions for biharmonic equationsApplied Mathematics and Computation, 339 (2018) 346366。(SCI,通讯作者)


(10)Zhaolu TianC.M. FanYoujun DengP.H. WenNew explicit iteration algorithms for solving coupled continuous Markovian jump Lyapunov matrix equation, Journal of the Franklin Institute355 (2018) 8346-8372(SCI)


(11)Zhaolu TianXinxiang Li, C.M. FanC.S. ChenThe method of particularsolutions using trigonometric basis functionsJournal of Computational and Applied Mathematics, 335 (2018) 2032(SCI)


(12)Zhaolu Tian, Maoyi Tian , Yan Zhang , Pihua Wen, An iteration method for solving the linear system Ax = b, Computers and Mathematics with Applications,75 (2018) 27102722(SCI)


(13)Zhaolu TianMaoyi Tian, Zhongyun Liu, Tongyang Xu, The Jacobi and GaussSeidel type iteration methods for the matrix equation AX B = C, Applied Mathematics and Computation, 229 (2017) 63-75(SCI)


(14)Zhaolu Tian, Zi-Cai Li , Hung-Tsai Huang , C.S. Chen, Analysis of the method of fundamental solutions for the modified Helmholtz equation, Applied Mathematics and Computation, 305 (2017) 262-281(SCI)


(15)Zhaolu TianMaoyi Tian, ChuanqingGu, XiaoningHao, An accelerated Jacobi gradient basediterative algorithm for solving Sylvester matrix equations, Filomat, 31(2017) 2381-2390(SCI)


(16) M. Li,Z.L. Tian, Y.C.Hon, C.S.Chen, P.H.Wen, Improved finite integration method for partial differential equations, Engineering Analysis with Boundary Elements 64 (2016) 230-236(SCI,通讯作者)


(17) ChuanqingGu,Zhaolu Tian, On the HSS iteration Methods for Positive De?nite Toeplitz Linear Systems, Journal of Computational and Applied Mathematics 224 (2009) 709-718(SCI)


(18)Zhaolu Tian,ChuanqingGu,A numerical algorithm for Lyapunov equations, Applied Mathematics and Computation 202 (2008) 4453(SCI)


(19)Zhaolu Tian, ChuanqingGu, The iterative methods for centrosymmetric matrices, Applied Mathematics and Computation 187(2007) 902-911(SCI)


(20) Zhongyun Liu,Zhaolu Tian,Yanxiang Tan , Computing the least-square solutions for centrohermitian matrices, Applied Mathematics and Computation 174(2006)566-577(SCI )


项目:


(1) 国家自然科学青年基金:基于自适应笛卡尔网格的浸入边界法研究,批准号:11401422,起止年限:2015.01-2017.12,主要参与人,完成。

(2) 国家留学基金委:2017年国家公派高级研究学者、访问学者、博士后项目,起止年限:2017.11-2018.11,访问学校:伦敦大学玛丽女王学院,合作导师:文丕华教授.


XML 地图 | Sitemap 地图