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SpringerLink电子期刊(13)
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Elsevier电子期刊(46)
在“
Elsevier电子期刊
”中,
命中:
46
条,耗时:小于0.01 秒
在所有数据库中总计命中:
60
条
1.
An efficient algorithm based on group theory and the
Woodbury
formula
for the dynamic responses of periodic structures
作者:
X.Q. Liang
liangxq@mail.dlut.edu.cn
;
Q. Gao
;
qgao@dlut.edu.cn
;
W.A. Yao
ywa@dlut.edu.cn
关键词:
Periodic structures
;
Woodbury
formula
;
Group theory
;
Newmark method
;
Dynamic responses
刊名:Computers & Structures
出版年:2017
2.
Preconditioning Toeplitz-plus-diagonal linear systems using the Sherman-Morrison-
Woodbury
formula
作者:
Chaojie Wang
wangcjbuaa@163.com" class="auth_mail" title="E-mail the corresponding author
;
Hongyi Li
;
Di Zhao
;
zdbuaa@163.com" class="auth_mail" title="E-mail the corresponding author
关键词:
Toeplitz-plus-diagonal linear systems
;
Approximate inverse preconditioner
;
Incomplete factorization
;
Sherman&ndash
;
Morrison&ndash
;
Woodbury
formula
刊名:Journal of Computational and Applied Mathematics
出版年:2017
3.
Projected nonsymmetric algebraic Riccati equations and refining estimates of invariant and deflating subspaces
作者:
Hung-Yuan Fan
a
;
hyfan@math.ntnu.edu.tw
;
Eric King-wah Chu
b
;
eric.chu@monash.edu
关键词:
15A18
;
15A22
;
15A24
;
65F15
;
65F50
刊名:Journal of Computational and Applied Mathematics
出版年:2017
4.
Hybrid grid-particle methods and Penalization: A Sherman-Morrison-
Woodbury
approach to compute 3D viscous flows using FFT
作者:
Robin Chatelin
a
;
;
Philippe Poncet
b
关键词:
Three-dimensional computational fluid dynamics
;
Particle methods
;
Complex geometry
;
Penalization
;
Sherman&ndash
;
Morrison&ndash
;
Woodbury
formula
;
Krylov methods
;
Non-homogeneous Stokes flow
;
Biological flows
刊名:Journal of Computational Physics
出版年:15 July 2014
5.
A novel elementary algorithm for solving comrade linear systems
作者:
Jiteng Jia
a
;
lavenderjjt@163.com" class="auth_mail
;
Qiongxiang Kong
b
;
qxkong@mail.xjtu.edu.cn" class="auth_mail
关键词:
Comrade matrices
;
Determinants
;
Triangular matrices
;
Sherman&ndash
;
Morrison&ndash
;
Woodbury
formula
;
Linear systems
刊名:Applied Mathematics and Computation
出版年:1 June 2014
6.
A generalization of the Sherman–Morrison–
Woodbury
formula
作者:
Chun Yuan Deng
a
;
cydeng@scnu.edu.cn"" rel=""nofollow
;
cy-deng@263.net"" rel=""nofollow
关键词:
Sherman–
;
Morrison–
;
Woodbury
formula
;
Moore–
;
Penrose inverse
;
Drazin inverse
刊名:Applied Mathematics Letters
出版年:2011
7.
Representations of generalized inverses of partitioned matrix involving Schur complement
作者:
Xiaoji Liu
a
;
b
;
xiaojiliu72@yahoo.com.cn
;
Hongwei Jin
a
;
b
;
jinhongweie300@yahoo.com
;
Dragana S. Cvetkovi?-Ili?
c
;
gagamaka@ptt.rs
关键词:
Partitioned matrix
;
Rank additivity conditions
;
Sherman&ndash
;
Morrison&ndash
;
Woodbury
formula
刊名:Applied Mathematics and Computation
出版年:2013
8.
A structure preserving matrix factorization for solving general periodic pentadiagonal Toeplitz linear systems
作者:
Jiteng Jia
;
Yaolin Jiang
关键词:
Periodic pentadiagonal Toeplitz matrix
;
Sherman&ndash
;
Morrison&ndash
;
Woodbury
formula
;
Linear systems
;
Matrix factorization
;
Diagonally dominant
刊名:Computers and Mathematics with Applications
出版年:2013
9.
Numerical approach to the Stokes problem with high contrasts in viscosity
作者:
I.S. Lobanov
b
;
I.Yu. Popov
b
;
popov1955@gmail.com" class="auth_mail
;
A.I. Popov
b
;
T.V. Gerya
a
;
taras.gerya@erdw.ethz.ch" class="auth_mail
关键词:
Stokes flow
;
Variable viscosity
;
Finite-differences approach
刊名:Applied Mathematics and Computation
出版年:25 May, 2014
10.
Using the Sherman–Morrison–
Woodbury
inversion
formula
for a fast solution of tridiagonal block Toeplitz systems
作者:
Alexander Malyshev
a
;
alexander.malyshev@math.uib.no"" rel=""nofollow
;
Miloud Sadkane
b
;
miloud.sadkane@univ-brest.fr"" rel=""nofollow
关键词:
System of linear equations
;
Tridiagonal block Toeplitz matrix
;
Sherman–
;
Morrison–
;
Woodbury
inversion
;
Spectral factorization of matrix polynomials
刊名:Linear Algebra and its Applications
出版年:2011
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