云南高校图书馆联盟文献共享服务平台- ITERATION

检索规则说明：AND代表“并且”；OR代表“或者”；NOT代表“不包含”；(注意必须大写,运算符两边需空一格)

检索范例：范例一： (K=图书馆学 OR K=情报学) AND A=范并思　　　　范例二：J=计算机应用与软件 AND (U=C++ OR U=Basic) NOT M=Visual

全部期刊核心期刊 EI来源期刊 SCI来源期刊 CA来源期刊 CSCD来源期刊 CSSCI来源期刊

ERROR ANALYSIS OF VIRTUAL ELEMENT METHODS FOR THE TIME-DEPENDENT POISSON-NERNST-PLANCK EQUATIONS: 《Journal of Computational Mathematics》2025年第3期731-770,共40页Ying Yang Ya Liu Yang Liu Shi Shu; supported by the China NSF(NSFC 12161026);by the Special Fund for Scientific and Technological Bases and Talents of Guangxi(Grant No.Guike AD23026048);by the Guangxi Natural Science Foundation,China(Grant No.2020GXNSFAA159098);supported by the China NSF(NSFC 12371373);supported by the GUET Excellent Graduate Thesis Program(Grant No.2020YJSPYA02).; We discuss and analyze the virtual element method on general polygonal meshes for the time-dependent Poisson-Nernst-Planck(PNP)equations,which are a nonlinear coupled system widely used in semiconductors and ion chann...; 关键词：Virtual element method Error estimate Poisson-Nernst-Planck equations Polygonal meshes Energy projection Gummel iteration

A DECOUPLING TWO-GRID METHOD FOR THE STEADY-STATE POISSON-NERNST-PLANCK EQUATIONS被引量：1: 《Journal of Computational Mathematics》2019年第4期556-578,共23页Ying Yang Benzhuo Lu Yan Xie; Poisson-Nernst-Planck equations are widely used to describe the electrodiffusion of ions in a solvated biomolecular system. Two kinds of two-grid finite element algorithms are proposed to decouple the steady-state Poi...; 关键词：Poisson-Nernst-Planck equations Two-grid finite element METHOD DECOUPLING METHOD Error analysis Gummel ITERATION

ON PMHSS ITERATION METHODS FOR CONTINUOUS SYLVESTER EQUATIONS被引量：3: 《Journal of Computational Mathematics》2017年第5期600-619,共20页Yongxin Dong Chuanqing Gu; The modified Hermitian and skew-Hermitian splitting （MHSS） iteration method and preconditioned MHSS （PMHSS） iteration method were introduced respectively. In the paper, on the basis of the MHSS iteration method, w...; 关键词：Continuous Sylvester equation PMHSS iteration Inexact PMHSS iteration Preconditioning Convergence.

FAST ALGORITHMS FOR HIGHER-ORDER SINGULAR VALUE DECOMPOSITION FROM INCOMPLETE DATA被引量：1: 《Journal of Computational Mathematics》2017年第4期397-422,共26页Yangyang Xu; Higher-order singular value decomposition （HOSVD） is an efficient way for data reduction and also eliciting intrinsic structure of multi-dimensional array data. It has been used in many applications, and some of the...; 关键词：multilinear data analysis higher-order singular value decomposition （HOSVD） low-rank tensor completion non-convex optimization higher-order orthogonality iteration（HOOI） global convergence.

ALTERNATELY LINEARIZED IMPLICIT ITERATION METHODS FOR SOLVING QUADRATIC MATRIX EQUATIONS: 《Journal of Computational Mathematics》2014年第3期306-311,共6页Bing Gui Hao Liu Minli Yan; This work was supported by the National Natural Science Foundation （No.11171337）, P. R. China.; A numerical solution of the quadratic matrix equations associated with a nonsingular M-matrix by using the alternately linearized implicit iteration method is considered. An iteration method for computing a nonsingula...; 关键词：Quadratic matrix equation Alternately iteration M-MATRIX Matrix transformation.

ON STRUCTURED VARIANTS OF MODIFIED HSS ITERATION METHODS FOR COMPLEX TOEPLITZ LINEAR SYSTEMS被引量：2: 《Journal of Computational Mathematics》2013年第1期57-67,共11页Fang Chen Yaolin Jiang Qingquan Liu; Acknowledgments. The work was supported by State Key Laboratory of Scientific/Engineer- ing Computing, Chinese Academy of Sciences; The International Science and Technology Co- operation Program of China under Grant 2010DFA14700; The Natural Science Foundation of China （NSFC） under Grant 11071192, P.R. China.; The Modified Hermitian and skew-Hermitian splitting （MHSS） iteration method was presented and studied by Bai, Benzi and Chen （Computing, 87（2010）, 93-111） for solving a class of complex symmetric linear systems....; 关键词：Toeplitz matrix MHSS iteration method Complex symmetric linear system.

GENERALIZED PRECONDITIONED HERMITIAN AND SKEW-HERMITIAN SPLITTING METHODS FOR NON-HERMITIAN POSITIVE-DEFINITE LINEAR SYSTEMS被引量：1: 《Journal of Computational Mathematics》2012年第4期404-417,共14页Junfeng Yin Quanyu Dou; In this paper, a generalized preconditioned Hermitian and skew-Hermitian splitting （GPHSS） iteration method for a non-Hermitian positive-definite matrix is studied, which covers standard Hermitian and skew-Hermitian...; 关键词：Hermitian and skew-Hermitian splitting Iteration method Inner iteration.

ON HERMITIAN AND SKEW-HERMITIAN SPLITTING ITERATION METHODS FOR CONTINUOUS SYLVESTER EQUATIONS被引量：24: 《Journal of Computational Mathematics》2011年第2期185-198,共14页Zhong-Zhi Bai; We present a Hermitian and skew-Herrnitian splitting （HSS） iteration method for solving large sparse continuous Sylvester equations with non-Hermitian and positive definite/semi- definite matrices. The unconditional...; 关键词：Continuous Sylvester equation HSS iteration method Inexact iteration Convergence.

A NOTE ON RICHARDSON EXTRAPOLATION OF GALERKIN METHODS FOR EIGENVALUE PROBLEMS OF FREDHOLM INTEGRAL EQUATIONS被引量：2: 《Journal of Computational Mathematics》2008年第4期598-612,共15页Qiumei Huang Yidu Yang; the Governor's Special Foundation of Guizhou Province for Outstanding Scientific Education Personnel (No.[2005]155),China; In this paper, we introduce a new extrapolation formula by combining Richardson extrapolation and Sloan iteration algorithms. Using this extrapolation formula, we obtain some asymptotic expansions of the Galerkin fini...; 关键词：Fredholm integral equations Semi-simple eigenvalues Asymptotic expansion Galerkin method Richardson extrapolation Sloan iteration.

MODIFIED BERNOULLI ITERATION METHODS FOR QUADRATIC MATRIX EQUATION被引量：3: 《Journal of Computational Mathematics》2007年第5期498-511,共14页Zhong-Zhi Bai Yong-Hua Gao; Supported by The Special Funds For Major State Basic Research Projects （No. G1999032803）; The China NNSF 0utstanding Young Scientist Foundation （No. 10525102）; The National Natural Science Foundation （No. 10471146）; The National Basic Research Program （No. 2005CB321702）, P.R. China.; We construct a modified Bernoulli iteration method for solving the quadratic matrix equation AX^2 ＋ BX ＋ C = 0, where A, B and C are square matrices. This method is motivated from the Gauss-Seidel iteration for solv...; 关键词：Quadratic matrix equation Quadratic eigenvalue problem SOLVENT Bernoulli＇s iteration Newton＇s method Local convergence.

ITERATION