Prof. Dr. Adel Mohsen
Professor, Eng. Mathematics and Physics Department, Faculty of Engineering Cairo University, 12613, Giza, Egypt.
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1993
Mohsen, A., H. El-Zoheiry, and L. Iskandar,
"
A highly accurate finite-difference scheme for a Boussinesq-type equation
",
Applied mathematics and computation
, vol. 55, no. 2: Elsevier, pp. 201–212, 1993.
Abstract
n/a
Mohsen, A., H. El-Zoheiry, and L. Iskandar,
"
A highly accurate finite-difference scheme for a Boussinesq-type equation
",
Applied mathematics and computation
, vol. 55, no. 2: Elsevier, pp. 201–212, 1993.
Abstract
n/a
Mohsen, A., H. El-Zoheiry, and L. Iskandar,
"
A highly accurate finite-difference scheme for a Boussinesq-type equation
",
Applied mathematics and computation
, vol. 55, no. 2: Elsevier, pp. 201–212, 1993.
Abstract
n/a
1968
A.Mohsen, and M.A.K.Hamid,
"
Higher order asymptotic terms of the two-dimensional diffraction by a small aperture
",
Radio Science
, vol. 3, pp. 1105-1106, 1968.
Hamid, M. A. K., and A. Mohsen,
"
Higher order asymptotic terms of the two- dimensional diffraction by a small aperture(Diffraction coefficient for higher order edge-edge interaction terms in two dimensional diffraction by narrow slit and small circular aperture)
",
RADIO SCIENCE
, vol. 3, pp. 1105–1108, 1968.
Abstract
n/a
Mohsen, A., and M. A. K. Hamid,
"
Higher order asymptotic terms of the two-dimensional diffraction by a small aperture
",
Radio Science
, vol. 3, pp. 1105, 1968.
Abstract
n/a
Mohsen, A., and M. A. K. Hamid,
"
Higher order asymptotic terms of the two-dimensional diffraction by a small aperture
",
Radio Science
, vol. 3, pp. 1105, 1968.
Abstract
n/a
Mohsen, A., and M. A. K. Hamid,
"
Higher order asymptotic terms of the two-dimensional diffraction by a small aperture
",
Radio Science
, vol. 3, pp. 1105, 1968.
Abstract
n/a
Publications
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Co-Authors
A.Mohsen
Abdelmageed, AK
Abdelmageed, Alaa K
Abdullah, HH
Abo El-Hadeed, FG
Azmy, AF
Bhartia, P
Boerner, WM
Boulanger, RJ
Burgschweiger, Ralf
Recent Publications
Accurate function Sinc interpolation and derivative estimations over finite intervals
Eliminating the unbounded behavior of function derivative expansions in terms of sinc bases
Sinc-Galerkin method for solving biharmonic problems
Sinc-collocation Algorithm for Solving Nonlinear Fredholm Integro-differential Equations
A simple solution of the Bratu problem
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