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Elsevier电子期刊(65)
在“
Elsevier电子期刊
”中,
命中:
65
条,耗时:小于0.01 秒
在所有数据库中总计命中:
177
条
1.
Nonlinearly preconditioned
semismooth
Newton
method
s for variational inequality solution of two-phase flow in porous media
作者:
Haijian Yang
a
;
haijianyang@gmail.com
;
Shuyu Sun
b
;
shuyu.sun@kaust.edu.sa
;
Chao Yang
c
;
d
;
yangchao@iscas.ac.cn
关键词:
Two-phase flow
;
Fully implicit
method
;
Variational inequality
;
Semismooth
Newton
method
;
Nonlinear preconditioner
;
Parallel computing
刊名:Journal of Computational Physics
出版年:2017
2.
Buckling of unilaterally constrained columns by complementarity eigenvalue analyses
作者:
J.F.A. Sio
a
;
joaofsio@tecnico.ulisboa.pt
;
A. Pinto da Costa
;
a
;
b
;
antonio.pinto.da.costa@tecnico.ulisboa.pt
;
F.M.F. Simõ
;
es
a
;
b
;
fernando.simoes@tecnico.ulisboa.pt
关键词:
Unilateral buckling
;
Complementarity eigenvalue problem
;
Semismooth
Newton
method
刊名:International Journal of Solids and Structures
出版年:2017
3.
A duality-based path-following
semismooth
Newton
method
for elasto-plastic contact problems
作者:
M. Hintermü
;
ller
;
hint@math.hu-berlin.de" class="auth_mail" title="E-mail the corresponding author
;
S. Rö
;
sel
roesel@math.hu-berlin.de" class="auth_mail" title="E-mail the corresponding author
关键词:
49M15
;
49M29
;
74C05
;
74S05
刊名:Journal of Computational and Applied Mathematics
出版年:2016
4.
SKRYN: A fast
semismooth
-Krylov-
Newton
method
for controlling Ising spin systems
作者:
G. Ciaramella
a
;
A. Borzì
;
b
;
alfio.borzi@mathematik.uni-wuerzburg.de" class="auth_mail" title="E-mail the corresponding author
关键词:
Quantum systems
;
Optimal control theory
;
Optimality conditions
;
Semismooth
Newton
scheme
;
Pointwise control constraint
刊名:Computer Physics Communications
出版年:2015
5.
A convex penalty for switching control of partial differential equations
作者:
Christian Clason
a
;
christian.clason@uni-due.de" class="auth_mail" title="E-mail the corresponding author
;
Armin Rund
b
;
armin.rund@uni-graz.at" class="auth_mail" title="E-mail the corresponding author
;
Karl Kunisch
b
;
karl.kunisch@uni-graz.at" class="auth_mail" title="E-mail the corresponding author
;
Richard C. Barnard
c
;
barnardrc@ornl.gov" class="auth_mail" title="E-mail the corresponding author
关键词:
Optimal control
;
Switching control
;
Partial differential equations
;
Nonsmooth optimization
;
Convex analysis
;
Semi-smooth
Newton
method
刊名:Systems & Control Letters
出版年:2016
6.
A modified Perry’s conjugate gradient
method
-based derivative-free
method
for solving large-scale nonlinear monotone equations
作者:
Zhifeng Dai
a
;
b
;
Xiaohong Chen
b
;
Fenghua Wen
;
b
;
wfh@amss.ac.cn" class="auth_mail" title="E-mail the corresponding author
关键词:
Monotone equations
;
Derivative-free
method
;
Global convergence
;
Projection
method
刊名:Applied Mathematics and Computation
出版年:2015
7.
Numerical simulation of thermally convective viscoplastic fluids by
semismooth
second order type
method
s
作者:
J.C. De Los Reyes
juan.delosreyes@epn.edu.ec
;
S. Gonzá
;
lez-Andrade
;
sergio.gonzalez@epn.edu.ec
关键词:
Thermal convection
;
Viscoplastic fluids
;
Yield stress
;
BDF
method
s
;
Semismooth
Newton
method
s
刊名:Journal of Non-
Newton
ian Fluid Mechanics
出版年:2013
8.
A TFETI domain decomposition solver for elastoplastic problems
作者:
M. 膶ermá
;
k
a
;
T. Kozubek
a
;
S. Sysala
b
;
J. Valdman
a
;
c
;
jan.valdman@vsb.cz" class="auth_mail
关键词:
Elastoplasticity
;
Total FETI domain decomposition
method
;
Finite element
method
;
Semismooth
Newton
method
刊名:Applied Mathematics and Computation
出版年:15 March, 2014
9.
Application of a modified
semismooth
Newton
method
to some elasto-plastic problems
作者:
Stanislav Sysala
关键词:
Elasto-plasticity
;
Hardening
;
Incremental finite element
method
;
Semismooth
Newton
method
;
Damping
刊名:Mathematics and Computers in Simulation
出版年:2012
10.
Semismooth
ness of the maximum eigenvalue function of a symmetric tensor and its application
作者:
Guoyin Li
a
;
g.li@unsw.edu.au
;
Liqun Qi
b
;
maqilq@polyu.edu.hk
;
Gaohang Yu
c
;
maghyu@163.com
关键词:
Symmetric tensor
;
Maximum eigenvalue function
;
Real polynomial
;
Semismooth
;
Generalized
Newton
method
刊名:Linear Algebra and its Applications
出版年:2013
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5
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