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知网期刊论文(4711)
在“
Elsevier电子期刊
”中,
命中:
2,485
条,耗时:0.0459793 秒
在所有数据库中总计命中:
10,452
条
1.
Revisiting Karnik-Mendel Algorithms in the framework of
Linear
Fractional
Programming
作者:
Tufan Kumbasar
kumbasart@itu.edu.tr
关键词:
Type-2 fuzzy sets and systems
;
Type reduction
;
Centroid calculation
;
Karnik&ndash
;
Mendel Algorithms
;
Linear
Fractional
Programming
;
Dinkelbach's Algorithm
刊名:International Journal of Approximate Reasoning
出版年:2017
2.
Coefficient of restitution in
fractional
viscoelastic compliant impacts using
fractional
Chebyshev collocation
作者:
Arman Dabiri
;
armandabiri@email.arizona.edu" class="auth_mail" title="E-mail the corresponding author
;
Eric A. Butcher
;
Morad Nazari
关键词:
Impact
;
Compliant contact model
;
Continuous contact force model
;
Fractional
order system
;
Materials with memory
;
Coefficient of restitution
;
Kelvin&ndash
;
Voigt model
;
Maxwell model
;
Standard
linear
solid model
;
Fractional
Chebyshev collocation method
;
Grunwald&ndash
;
Letnikov
;
Riemann&ndash
;
Liouville
;
Caputo
刊名:Journal of Sound and Vibration
出版年:2017
3.
Error estimates of a high order numerical method for solving
linear
fractional
differential equations
作者:
Zhiqiang Li
a
;
z.li@chester.ac.uk
;
Yubin Yan
b
;
y.yan@chester.ac.uk
;
Neville J. Ford
b
;
njford@chester.ac.uk
关键词:
Fractional
differential equations
;
Fractional
derivative
;
Error estimates
刊名:Applied Numerical Mathematics
出版年:2017
4.
Non-cooperative two-stage network DEA model:
Linear
vs. parametric
linear
作者:
Chuanyin Guo
a
;
cyguo@buaa.edu.cn
;
Joe Zhu
b
;
jzhu@wpi.edu
关键词:
Data envelopment analysis (DEA)
;
Two-stage
;
Non-cooperative
;
Linear
fractional
刊名:European Journal of Operational Research
出版年:2017
5.
Comparative study of three numerical schemes for
fractional
integro-differential equations
作者:
Kamlesh Kumar
;
Rajesh K. Pandey
;
rkpandey.mat@iitbhu.ac.in
;
Shiva Sharma
关键词:
Caputo derivative
;
Linear
scheme
;
Quadratic scheme
;
Quadratic&ndash
;
linear
scheme
;
Fractional
integro-differential equations
刊名:Journal of Computational and Applied Mathematics
出版年:2017
6.
The solution of
fractional
order epidemic model by implicit Adams methods
作者:
I. Ameen
;
a
;
c
;
ismail@math.unipd.it
;
P. Novati
b
;
novati@units.it
关键词:
Fractional
linear
multistep methods
;
Fractional
order epidemic model
;
System of non
linear
differential equations
刊名:Applied Mathematical Modelling
出版年:2017
7.
Consensus of
fractional
-order multi-agent systems with
linear
models via observer-type protocol
作者:
Wei Zhu
;
zhuwei@cqupt.edu.cn
Author Vitae
;
Wenjing LiAuthor Vitae
;
Ping ZhouAuthor Vitae
;
Chunde YangAuthor Vitae
关键词:
Consensus
;
Fractional
-order
;
Multi-agent systems
;
Observer-type protocol
刊名:Neurocomputing
出版年:2017
8.
On a class of non-
linear
delay distributed order
fractional
diffusion equations
作者:
V.G. Pimenov
a
;
b
;
vladimir.pimenov@urfu.ru
;
A.S. Hendy
b
;
ahmed.hendy@fsc.bu.edu.eg
;
R.H. De Staelen
c
;
rob.destaelen@ugent.be
关键词:
Distributed order
fractional
partial differential equations
;
Difference scheme
;
Discrete energy method
;
Delay partial differential equations
;
Convergence
;
Stability
刊名:Journal of Computational and Applied Mathematics
出版年:2017
9.
Chaos-based partial image encryption scheme based on
linear
fractional
and lifting wavelet transforms
作者:
Akram Belazi
a
;
belazi.akram@gmail.com" class="auth_mail" title="E-mail the corresponding author
;
Ahmed A. Abd El-Latif
b
;
Adrian-Viorel Diaconu
c
;
Rhouma Rhouma
a
;
Safya Belghith
a
关键词:
Cryptography
;
S-box
;
Chaos
;
Linear
fractional
transform
;
Partial encryption
;
Lifting-Wavelet Transform
刊名:Optics and Lasers in Engineering
出版年:2017
10.
Linear
and non
linear
vibrations of
fractional
viscoelastic Timoshenko nanobeams considering surface energy effects
作者:
M. Faraji Oskouie
;
R. Ansari
;
r_ansari@guilan.ac.ir
关键词:
Nanobeam
;
Fractional
viscoelasticity theory
;
Surface stress effect
;
Timoshenko beam theory
;
Non
linear
free vibration
刊名:Applied Mathematical Modelling
出版年:2017
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