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1.
S. Z. Rida,
H. M. El-sherbiny and A. A. M. Arafa : On the solution
of the fractional NLS equation by the decomposition
method. Phys. Lett. A. (in press). 2007.
2.
S. Z.
Rida
: On
the
generalized
ultraspherical
or
Gegenbauer functions of fractional orders. Appl. Math.
and Compu. , Vol. 151, pp. 543-565, 2004.
3.
S. Z.
Rida
and
Ahmed M. A.
El-Sayed :
Fractional
calculus
and generalized Rodrigues formula.
Appl.
Math. And
Compu., Vol. 147, pp. 29-43, 2004.
4.
R. Schimming and
S. Z. Rida
: Explicit
formulae for
the
powers of
Schrödinger-like
ordinary
differential
operator.
II.
Chao, Solitons and Fractals. Vol.14 No.7, 1007-1014,
2002.
5.
E. Osman and
S. Z. Rida
: Multisoliton solution of class of coupled soliton
equations.
An
Int. J. of
Comput. and
Math.
with Appl,
41, 1425-1430, 2001.
6.
S. Z. Rida
: Explicit formula for the powers of the two-dimensional
Schrödinger
operator. Complex Variables , 46(2), 179-186, 2001.
7.
S. Z. Rida
: A formula
for
the
powers
of
fractional
order operators. Appl. Anal. An Int. J. Vol.76 (1-2),
pp. 93-102, 2000.
8.
Ahmed M. A.
El-Sayed
and
S.
Z.
Rida :
Bell
polynomials
of arbitrary
(fractional) orders. Appl. Math. And Comput.
Vol.106, pp. 51-62, 1999.
9.
S. Z. Rida
: Explicit
formulae for the
powers
of Schrödinger-like
ordinary differential operator. J. Phys. A31, pp.
5577-5583, 1998.
10.
R. Schimming and
S. Z. Rida
: The Bell
differential polynomials In: G. E. Bergum et al.
(eds.): Applications of Fibonacci numbers. Vol.7, Kluwer,
Dordrecht
1998, pp. 353-367.
11.
E. Osman and
S.
Rida
:
Dynamics of
kinks
under
various perturbations. Appl. Math. Lett., Vol.11, No.2,
pp. 115-123, 1998.
12.
S. Z. Rida:
Powers of
differential operators and explicit differentional
poylonmials,ISBN 3-8265-1670-2, Shaker Verlage.
13.
Schimming and
S. Z. Rida
: Non-commutative Bell polynomials
Int. J. Algebra Comput. Vol.6, No.5, pp. 635-644,
1996.
14.
E. Osman and
S. Rida
: Raman pumped
soliton
propagating in an optical fiber. J. Egypt. Math.
Soc., Vol.3, pp. 75-86, 1995.
15.
S. Z. Rida
and A. A. M.
Arafa : New application of Adomain decomposition method
on fractional Korteweg-de Vries system. Phys Lett. A,.
Submitted.
16.
S. Z. Rida
: Fokke-Plank
equation of fractional order and its exact solution,
Submitted.
17.
S. Z. Rida
: On the
Kadomotsev-Petviashvili (KP) equation of fractional
order and its exact solution.
Submitted.
18.
S. Z. Rida
:Multisoliton solutions of a KP–like equation coupled to
a schrodinger equation.
Submitted.
19.
S.Z. Rida
: On Jacobi functions of arbitrary fractional orders.
Submitted.
20.
S. Z. Rida
and A. A. M. Arafa : Adomain decomposition method for
fractional odd order KdV equations.Submitted.
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