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《计算数学:英文版》
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2008年5期
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CONJUGATE-SYMPLECTICITY OF LINEAR MULTISTEP METHODS
CONJUGATE-SYMPLECTICITY OF LINEAR MULTISTEP METHODS
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摘要
为Hamiltonian微分方程的数字处理,symplectic综合者是最合适的选择,并且方法thal是结合一样到symplectic综合者份额好长期的行为。这笔记描绘线性多,方法是其内在的一步舞的步方法结合到一个symplectic综合者。寄生答案部件的围住的海角没被探讨。
DOI
n49erl5xdy/621035
作者
Ernst Hairer
机构地区
不详
出处
《计算数学:英文版》
2008年5期
关键词
共轭结合物
对称性
线性
数字处理
分类
[理学][计算数学]
出版日期
2008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
Yi-fa Tang.
ON CONJUGATE SYMPLECTICITY OF MULTI-STEP METHODS
.计算数学,2000-04.
2
LI, WY.
SYMPLECTIC MULTISTEP METHODS FOR LINEAR HAMILTONIAN SYSTEMS
.计算数学,1994-03.
3
田红炯;匡蛟勋.
THE STABILITY OF LINEAR MULTISTEP METHODS FOR SYSTEMS OF DELAY DIFFERENTIAL EQUATIONS
.基础数学,1995-01.
4
B. Cano;M.J. Moreta.
STABILITY AND RESONANCES OF MULTISTEP COSINE METHODS
.计算数学,2012-05.
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Carmen Arevalo;Gustaf Soderlind.
GRID-INDEPENDENT CONSTRUCTION OF MULTISTEP METHODS
.计算数学,2017-05.
6
Dai, YH.
CONVERGENCE OF NONLINEAR CONJUGATE GRADIENT METHODS
.计算数学,2001-05.
7
刘光辉;韩继业.
ON THE GLOBAL CONVERGENCE OF CONJUGATE GRADIENT METHODS WITH INEXACT LINESEARCH
.基础数学,1995-02.
8
韩继业;刘光辉;孙德锋;尹红霞.
TWO FUNDAMENTAL CONVERGENCE THEOREMS FOR NONLINEAR CONJUGATE GRADIENT METHODS AND THEIR APPLICATIONS
.基础数学,2001-01.
9
王丽平.
A SELF-ADAPTIVE TECHNIQUE FOR A KIND OF NONLINEAR CONJUGATE GRADIENT METHODS
.基础数学,2004-02.
10
陈文斌 ;汪艳秋.
CASCADIC MULTIGRID METHODS FORMORTAR WILSON FINITE ELEMENT METHODS ON PLANAR LINEAR ELASTICITY
.基础数学,2003-01.
来源期刊
计算数学:英文版
2008年5期
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相关关键词
共轭结合物
对称性
线性
数字处理
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