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《计算数学:英文版》
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2014年5期
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POISSON PRECONDITIONING FOR SELF-ADJOINT ELLIPTIC PROBLEMS
POISSON PRECONDITIONING FOR SELF-ADJOINT ELLIPTIC PROBLEMS
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摘要
未填写
DOI
zdlpzqz84l/1444816
作者
Houde Han Chunxiong Zheng
机构地区
不详
出处
《计算数学:英文版》
2014年5期
关键词
椭圆问题
预处理
椭圆边值问题
NEUMANN
计算复杂性
松
分类
[理学][计算数学]
出版日期
2014年05月15日(中国期刊网平台首次上网日期,不代表论文的发表时间)
相关文献
1
Shijun Zheng.
INTERPOLATION THEOREMS FOR SELF-ADJOINT OPERATORS
.基础数学,2009-01.
2
DIQINGHUI;DUXUEFENG;HOUJINCHUAN.
ADJACENCY PRESERVING MAPS ON THE SPACE OF SELF-ADJOINT OPERATORS
.基础数学,2005-02.
3
Mirjana Stojanovic.
AN APPLICATION OF THE EXPONENTIAL CUBIC SPLINES TO NUMERICAL SOLUTION OF A SELF-ADJOINT PERTURBATION PROBLEM
.基础数学,1998-02.
4
陈金如;陈文斌.
PRECONDITIONING MIXED ELEMENT METHOD FOR NONSELFADJOINT AND INDEFINITE SECOND ORDER ELLIPTIC PROBLEMS
.基础数学,1999-01.
5
C. Carstensen;C. Merdon.
ESTIMATOR COMPETITION FOR POISSON PROBLEMS
.计算数学,2010-03.
6
YINGLUNGAN.
INTERFACE PROBLEMS FOR ELLIPTIC DIFFERENTIAL EQUATIONS
.基础数学,1997-02.
7
Boran Gao;Shuo Zhang;Ming Wang.
A NOTE ON THE NONCONFORMING FINITE ELEMENTS FOR ELLIPTIC PROBLEMS
.计算数学,2011-02.
8
Lung'an YING.
Three Dimensional Interface Problems for Elliptic Equations
.基础数学,2007-04.
9
.
Variational Problems and Non-Diridhlet Problems of Qnasilinear Degenerate Elliptic Equations
.基础数学,1990-01.
10
丁彦恒;林群.
FINITE ELEMENT EXPANSION FOR VARIABLE COEFFICIENT ELLIPTIC PROBLEMS
.系统科学,1989-01.
来源期刊
计算数学:英文版
2014年5期
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相关关键词
椭圆问题
预处理
椭圆边值问题
NEUMANN
计算复杂性
松
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