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知网期刊论文(7)
在“
Elsevier电子期刊
”中,
命中:
95
条,耗时:0.1049484 秒
在所有数据库中总计命中:
7
条
1.
Degenerate
Mittag
-Leffler polynomials
作者:
Dae San Kim
;
a
;
dskim@sogang.ac.kr" class="auth_mail" title="E-mail the corresponding author
;
kimdaesan@gmail.com" class="auth_mail" title="E-mail the corresponding author
;
Taekyun Kim
b
;
taekyun64@hotmail.com" class="auth_mail" title="E-mail the corresponding author
;
Toufik Mansour
c
;
tmansour@univ.haifa.ac.il" class="auth_mail" title="E-mail the corresponding author
;
Jong-Jin Seo
d
;
seo
2013
@pknu.ac.kr" class="auth_mail" title="E-mail the corresponding author
关键词:
Degenerate
Mittag
-Leffler polynomials
;
Falling factorial polynomials
;
Bernoulli polynomials
;
Frobenius&ndash
;
Euler polynomials
;
Umbral calculus
刊名:Applied Mathematics and Computation
出版年:2016
2.
Stability of fractional-order nonlinear dynamic systems: Lyapunov direct method and generalized
Mittag
x2013
;Leffler stability
作者:
Yan Li
;
YangQuan Chen
;
Igor Podlubny
关键词:
Fractional-order dynamic system
;
Nonautonomous system
;
Fractional Lyapunov direct method
;
Generalized
Mittag
x2013
;
Leffler stability
;
Fractional comparison principle
刊名:Computers and Mathematics with Applications
出版年:2010
3.
On the numerical solution of space
x2013
;time fractional diffusion models
作者:
Emmanuel Hanert
;
a
;
emmanuel.hanert@uclouvain.be"" rel=""nofollow
关键词:
Fractional derivatives
;
Space
x2013
;
time fractional diffusion equation
;
Pseudo-spectral method
;
Mittag
x2013
;
Leffler functions
刊名:Computers and Fluids
出版年:2011
4.
Maximum principles for fractional differential equations derived from
Mittag
x2013
;Leffler functions
作者:
Juan J. Nieto
关键词:
Fractional differential equation
;
Mittag
x2013
;
Leffler functions
;
Initial value problem
;
Periodic boundary value problem
;
Maximum principle
刊名:Applied Mathematics Letters
出版年:2010
5.
Fractional calculus with an integral operator containing a generalized
Mittag
x2013
;Leffler function in the kernel
作者:
H.M. Srivastava
;
Ž
;
ivorad Tomovski
关键词:
Generalized
Mittag
x2013
;
Leffler functions
;
Riemann
x2013
;
Liouville fractional integral and fractional derivative operators
;
Hilfer fractional derivative operator
;
Caputo fractional derivative operator
;
Laplace transformation
;
Fox
x2013
;
Wright
刊名:Applied Mathematics and Computation
出版年:2009
6.
Mittag
x2013
;Leffler stability of fractional order nonlinear dynamic systems
作者:
Yan Li
;
YangQuan Chen
;
Igor Podlubny
关键词:
Fractional order dynamic system
;
Nonautonomous system
;
Fractional Lyapunov direct method
;
Mittag
x2013
;
Leffler stability
;
Fractional comparison principle
刊名:Automatica
出版年:2009
7.
Fractional calculus
x201
4; A new approach to the analysis of generalized fourth-order diffusion
x2013
;wave equations
作者:
A. Golbabai
;
a
;
golbabai@iust.ac.ir
;
K. Sayevand
a
;
ksayehvand@iust.ac.ir
关键词:
Caputo fractional derivative
;
Generalized fourth-order fractional diffusion
x2013
;
wave equations
;
He
x201
9
;
s homotopy perturbation method
;
Mittag
-Leffler function
刊名:Computers and Mathematics with Applications
出版年:2011
8.
Analytical solutions for a time-fractional axisymmetric diffusion
x2013
;wave equation with a source term
作者:
Fangfang Zhang
;
a
;
zhangff11205@yahoo.com.cn
;
Xiaoyun Jiang
a
;
wqjxyf@sdu.edu.cn
关键词:
Fractional diffusion
x2013
;
wave equation
;
Caputo fractional derivative
;
Integral transform
;
Mittag
-Leffler function
刊名:Nonlinear Analysis: Real World Applications
出版年:2011
9.
Laplace
x201
9;s transform of fractional order via the
Mittag
x2013
;Leffler function and modified Riemann
x2013
;Liouville derivative
作者:
Guy Jumarie
关键词:
Fractional derivative
;
Fractional Taylor
x201
9
;
s series
;
Mittag
x2013
;
Leffler function
;
Fractional transform
;
Laplace
x201
9
;
s transform
刊名:Applied Mathematics Letters
出版年:2009
10.
When is a
Mittag
x2013
;Leffler function a Nussbaum function?
作者:
Yan Li
;
YangQuan Chen
关键词:
Mittag
x2013
;
Leffler function
;
Nussbaum function
刊名:Automatica
出版年:2009
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