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电子科技大学数学学院导师教师师资介绍简介-段勇

本站小编 Free考研考试/2021-09-12

Basic
information





基本信息



教师姓名/ name: 段勇
教师性别/ gender: 男
职称职务/ position: 副教授
办公地点/ office location:
电子邮箱/ email: duanyong@uestc.edu.cn
研究方向/ research direction: 应用数学/计算数学



Academic
information





其他信息



教育背景(Education)


2012.04 - 2013.04 ?Duke 大学物理系, 数学系访问 (合作导师:刘建国教授);
2000.09 - 2005.07 ?复旦大学数学研究所;
1990.09 - 1994.07 ?西南大学数学系




论文及专著发表(Publications)

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Selected publications in journal:
[30]. Akhmouch, R, Naji, A, Duan,Y. A meshless GBNM using CSRBFs for the MHD equations.
[29]. Duan, Y. A vortex methods for Maxwell? equations ?
[28]. Duan Y, Meshless Vector RBFs Methods for Transient Electromagnetic Computations.
[27]. P Zhang, Duan,Y, MQQI scheme for higher-dimensional EP equations. In preparation.
[26]. P Zhang, Duan,Y, Convergence analysis of MQQI scheme for a class of shallow water wave equations. In preparation.
[25]. HY Wu , Duan,Y, A numerical investigation for the Camassa-Holm Equation by Multi-quadric Quasi-Interpolation Methods. Applicable? Analysis.
[24]. ZQ Xing, Duan,Y, YM Zheng, A numerical scheme for spatial fractional differential equations by RBFs.? 2017 8(1):6-15, JFCA .
[23]. HY Wu, Duan, Y, Multi-quadric Quasi-Interpolation methods Coupled with FDM for the Degasperis-Procesi Equation.? Appl. Math. Comput. 274(2016): 83-92. SCI.(Impact 1.43)
[22]. Duan,Y, JG Liu, Error estimates of the particle method for the b-equations. Methods and Applications of Analysis.? 23(2016): 119-154.
[21]. Duan, Y, JG Liu, Convergence Analysis of the Vortex Blob method for the b-Equation.Discrete and Continuous Dynamical System-A,? 34( 5), 1995-2011, 2014 , SCI.(Impact 1.22)(Top 期刊)
[20]. Duan,Y, F Rong, A numerical scheme for nonlinear Schrodinger equation by MQ quasi-interpolation. Engn.Anal.Bound.Elem, 37 (2013) 89–94., SCI.(Impact 1.86)
[19]. Duan,Y, YC Hon, Zhao, W, Stability estimate on meshless unsymmetric collocation method for solving boundary value problems. Engn.Anal.Bound.Elem, 37 (2013)???????????? :666–672 , SCI.(Impact 1.86)
[18]. Duan,Y, YM Zheng, PP Zeng, Convergence estimate of the RBF-based meshless method for initial-boundary value problem of wave equations. Engn. Anal. Bound.??????????????? Elem,36(2012): 303-309., SCI. (Impact 1.86)
[17]. SJ Lai, BZ Wang, Duan, Y, Meshless Radial Basis Functions Method for Solving Hallen Integral Equation, ACES Journal-Applied Computational Electro-magnetics?????????????????? Society , 2012? EI.
[16]. Fili, A, Naji,A, Duan,Y, Solving electrostatic problems by using? three-field domain decomposition method and radial basis functions. Int.J.Comput.Meth.Engn.
Sci.Mech. 12:75–83, 2011, EI
[15]. SJ Lai, BZ Wang, Duan,Y, Eigenvalue Analysis of Spherical Resonant Cavity Using Radial Basis Functions, Progress In Electro-magnetics Research Letters, 2011, EI
[14]. Fili.A, Naji,A, Duan,Y, Coupling three-field formulation and meshless mixed Galerkin methods using radial basis functions.J Comput. Appl. Math, 234, 2010,? SCI.(Impact 1.29)
[13]. YF Jing, TZ Huang, Duan, Y, SJ Lai, J Huang, A Novel Integration Method for Weak Singularity Arising in Two-Dimensional Scattering Problems.IEEE Trans. Antennas?????????? and Propagation, 58, 2010, SCI, (Impact 2.05)(Top 期刊)
[12]. YF Jing, TZ Huang, Duan,Y, Carpentieri Bruno, A comparative study of iterative solutions to linear systems arising in quantum mechanics, J Comput Phys , 2010,SCI, (Impact 2.56) (Top 期刊)
[11]. SJ Lai, BZ Wang, Duan,Y, Solving Helmholtz equation by meshless radial basis functions method,Progress In Electromagnetics Research B, 2010.? EI
[10]. Duan,Y, PF Tang, TZ Huang, A novel domain decomposition method for highly oscillating partial differential equations. Engn. Anal. Bound. Elem, 33 (2009) 1284–??????????????? 1288 , SCI. (Impact 1.86)
[9]. Duan,Y, PF Tang, SJ Lai, TZ Huang, Coupling projection domain decomposition method and Kansa method in electrostatic problems. Comput. Phys.Comm 180 (2009)??????????? 209–214 .SCI. (Impact 3.63)(Top 期刊)
[8]. Duan, Y, TZ Huang, SJ Lai, Coupling projection domain decomposition and meshless collocation method using radial basis functions in electro-magnetics. Progress In??????????? Electromagnetics Research Letters,? 5, 1–12,2008, EI
[7]. SJ Lai, BZ Wang, Duan,Y, Meshless Radial Basis Function Method for Transient Electromagnetic Computations. IEEE Trans. on Magnetics, 44, 2008, SCI.(Impact 1.27)(Top 期刊)
[6], Duan, Y, A note on meshless methods using radial basis functions, Comput.? Math. Applic. 55(2008) 66-75, SCI. (Impact 1.35)
[5]. Duan, Y. Meshless Galerkin methods using radial basis functions based on domain decomposition. Appl. Math. Comput. 2006. SCI. (Impact 1.43)
[4]. Duan,Y, YJ Tan, On condition number of meshless collocation method using radial basis functions. Appl. Math. Comput, 2006? SCI.(Impact 1.43)
[3]. Duan,Y, YJ Tan, A meshless Galerkin method for Dirichlet problems using radial basis functions. J Comput. Appl. Math,2006? SCI.(Impact 1.29)
[2]. Duan,Y. YJ Tan, Meshless Galerkin methods based on regions partitioned into subdomains. Appl. Math. Comput, 2005. SCI. (Impact 1.43)
[1]. Duan,Y, YJ. Tan, Meshless collocation method based on Dirichlet–Neumann substructure iteration. Appl. Math.Comput, 2005, SCI. (Impact 1.43)
会议:
[1]. W Zhao, Duan,Y, F Rong, A novel numerical algorithm for transient Eddy Current Problems.(2010.10,EI)
[2]. YM Zheng, Duan, Y, A meshless? methods for the BBM equation.(2012.05,西安,EI)
[3]. YM Zheng,Duan,Y,XK Sui, Meshless MQ Quasi-interpolation Method for Transient Electromagnetic Computations.(2012.09,四川,乐山,EI)
[4]. ZQ Xing, Duan,Y, HY Wu, A particle method for b-equation.(2014.10,武汉,EI)




研究项目(Projects)

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[1] 青年博士学科平台建设项目,偏微分方程的无网格方法的理论和应用,2005.12-2007.12(主持)
[2] 电子科技大学青年科技基金,计算电磁学中的无网格方法,2007.1-2008.12(主持)
[3] 国家自然科学基金面上项目,径向基函数无网格方法的一些关键问题及电磁应用(I),2012.01-2015.12(主持)(NSFC **)
[4] 中央高校基金,2012.1-2014.12(主持)
[5]?矢量基函数插值的一些关键问题及物理应用(II)。(RBF-VORTEX)




获奖情况(Awards)








讲授课程(Courses)

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[1]. 段勇,黄廷祝,傅英定,浅谈数学建模思想在大学数学教学中的应用,中国大学教学,2007
[2]. 段勇,黄廷祝,将数学建模思想融入线性代数课程教学,中国大学教学,2009
[3]. 段勇,黄廷祝,高建,从微积分谈研究型教学,第六届大学数学课程报告, 2010
[4]. 段勇,黄廷祝,李良,关于工科大学数学专业毕业设计的几点思考,大学数学。
[5]. 段勇,实变函数课程的几点总结。
[6]. 段勇, 关于MOOC。
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