设为首页
收藏本站
网站地图
|
English
|
公务邮箱
About the library
Background
History
Leadership
Organization
Readers' Guide
Opening Hours
Collections
Help Via Email
Publications
Electronic Information Resources
常用资源
电子图书
期刊论文
学位会议
外文资源
特色专题
内部出版物
GSW全文库(6)
馆藏期刊(1)
万方学术会议(13)
CNKI期刊论文0611(66)
中国地质文献-英文(3)
馆藏书目(22)
CNKI会议论文(36)
知网期刊论文(27356)
中国地质文献-中文(4)
Springer电子图书(15)
CNKI学位论文(26646)
万方学位论文(75)
在“
Elsevier电子期刊
”中,
命中:
6,885
条,耗时:小于0.01 秒
在所有数据库中总计命中:
54,243
条
1.
Lips
witch vestibuloplasty combined with endosseous implant surgery. One stage versus two stages?
作者:
Masoud Fallahi Motlagh
a
;
M_Fallahi_m@yahoo.com
;
Fazele Sadeghzade
b
;
Alia
k
bar Abbaszadeh
c
关键词:
Vestibuloplasty
;
Implant
;
Lips
witch
刊名:Journal of Oral and Maxillofacial Surgery, Medicine, and Pathology
出版年:2017
2.
Order-preserving strong schemes for SDEs with locally
Lips
chitz coefficients
作者:
Zhongqiang Zhang
a
;
zzhang7@wpi.edu
;
Heping Ma
b
;
hpma@shu.edu.cn
关键词:
Non-globally
Lips
chitz coefficients
;
Tamed schemes
;
Explicit schemes
;
Mean-square convergence
;
High-order schemes
刊名:Applied Numerical Mathematics
出版年:2017
3.
Lips
chitz constants to curve complexes for punctured surfaces
作者:
Aaron D. Valdivia
avaldivia@flsouthern.edu
关键词:
Mapping class groups
;
Moduli spaces
;
Curve complex
;
Pseudo-Anosov
;
Lips
chitz
刊名:Topology and its Applications
出版年:2017
4.
Lips
chitz-type conditions on homogeneous Banach spaces of analytic functions
作者:
Oscar Blasco
a
;
1
;
oblasco@uv.es" class="auth_mail" title="E-mail the corresponding author
;
Georgios Stylogiannis
b
;
stylog@math.auth.gr" class="auth_mail" title="E-mail the corresponding author
;
g.stylog@gmail.com" class="auth_mail" title="E-mail the corresponding author
关键词:
Banach spaces
;
Lips
chitz-type conditions
;
Approximation by partial sums
刊名:Journal of Mathematical Analysis and Applications
出版年:2017
5.
Influence of substrate and film thic
k
ness on polymer
LIPS
S formation
作者:
Jing Cui
a
;
Aurora Nogales
a
;
Tiberio A. Ezquerra
a
;
Esther Rebollar
b
;
e.rebollar@csic.es
关键词:
Laser-induced periodic surface structures
;
Polystyrene
;
Film thic
k
ness
;
Substrates properties
;
Pulse accumulation
刊名:Applied Surface Science
出版年:2017
6.
The evolution to localized and front solutions in a non-
Lips
chitz reaction-diffusion Cauchy problem with trivial initial data
作者:
J.C. Meyer
1
;
J.C.Meyer@bham.ac.u
k
;
D.J. Needham
;
D.J.Needham@bham.ac.u
k
关键词:
35
K
58
;
34C37
刊名:Journal of Differential Equations
出版年:2017
7.
Sobolev-type fractional stochastic differential equations with non-
Lips
chitz coefficients
作者:
Abbes Benchaabane
a
;
Rathinasamy Sa
k
thivel
b
;
k
rsa
k
thivel@yahoo.com" class="auth_mail" title="E-mail the corresponding author
关键词:
26A33
;
65C30
;
47H10
;
93B05
刊名:Journal of Computational and Applied Mathematics
出版年:2017
8.
A functional representation of almost isometries
作者:
Javier Cabello
a
;
coco@unex.es" class="auth_mail" title="E-mail the corresponding author
;
Jesú
;
s A. Jaramillo
b
;
jaramil@mat.ucm.es" class="auth_mail" title="E-mail the corresponding author
关键词:
Almost isometries
;
Quasi-metric spaces
;
Semi-
Lips
chitz functions
刊名:Journal of Mathematical Analysis and Applications
出版年:2017
9.
Regularization of an inverse nonlinear parabolic problem with time-dependent coefficient and locally
Lips
chitz source term
作者:
Nguyen Huy Tuan
a
;
nguyenhuytuan@tdt.edu.vn
;
Nguyet Minh Mach
b
;
minh.mach@helsin
k
i.fi
;
Mo
k
htar Kirane
c
;
mo
k
htar.
k
irane@univ-lr.fr
;
Bandar Bin-Mohsin
d
;
balmohsen@
k
su.edu.sa
关键词:
Nonlinear parabolic problem
;
Bac
k
ward problem
;
Quasi-reversibility
;
Ill-posed problem
;
Contraction principle
刊名:Journal of Mathematical Analysis and Applications
出版年:2017
10.
A simple proof of heavy tail estimates for affine type
Lips
chitz recursions
作者:
Dariusz Buraczews
k
i
;
dbura@math.uni.wroc.pl
;
Ewa Dame
k
edame
k
@math.uni.wroc.pl
关键词:
primary
;
60J05
;
37Hxx
刊名:Stochastic Processes and their Applications
出版年:2017
1
2
3
4
5
6
7
8
9
按检索点细分(6885)
题名(862)
作者(2636)
关键词(892)
文摘(3763)
NGLC 2004-2010.National Geological Library of China All Rights Reserved.
Add:29 Xueyuan Rd,Haidian District,Beijing,PRC. Mail Add: 8324 mailbox 100083
For exchange or info please contact us via
email
.