Nasser Hassan Sweilam (N. H. Sweilam)
Professor
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Publications
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Ohmura, S., K. Nagaya, F. Shimojo, and M. Yao,
"
Ab Initio MOLECULAR-DYNAMICS STUDY OF NONEQUILIBRIUM PHENOMENA IN DISORDERED MATERIALS
",
MODELS IN BIOSCIENCE AND MATERIALS RESEARCH
, pp. 1, Submitted.
Abstract
n/a
Ohmura, S., K. Nagaya, F. Shimojo, and M. Yao,
"
Ab Initio MOLECULAR-DYNAMICS STUDY OF NONEQUILIBRIUM PHENOMENA IN DISORDERED MATERIALS
",
MODELS IN BIOSCIENCE AND MATERIALS RESEARCH
, pp. 1, Submitted.
Abstract
n/a
Sweilam, N. H., and M. M. Khader,
Application of Homotopy Perturbation Method to A nonlinear Focusing Manakov System
,
, Submitted.
Abstract
n/a
Sweilam, N. H., and M. M. Khader,
Application of Homotopy Perturbation Method to A nonlinear Focusing Manakov System
,
, Submitted.
Abstract
n/a
Sweilam, N. H., and M. M. Khader,
Application of Homotopy Perturbation Method to A nonlinear Focusing Manakov System
,
, Submitted.
Abstract
n/a
Khader, M. M., N. H. Sweilam, and M. Adel,
AN APPROXIMATE SOLUTION FOR FRACTIONAL OPTIMAL CONTROL PROBLEMS USING CHEBYSHEV PSEUDO-SPECTRAL METHOD
,
, Submitted.
Abstract
n/a
Khader, M. M., N. H. Sweilam, and M. Adel,
AN APPROXIMATE SOLUTION FOR FRACTIONAL OPTIMAL CONTROL PROBLEMS USING CHEBYSHEV PSEUDO-SPECTRAL METHOD
,
, Submitted.
Abstract
n/a
Khader, M. M., N. H. Sweilam, and M. Adel,
AN APPROXIMATE SOLUTION FOR FRACTIONAL OPTIMAL CONTROL PROBLEMS USING CHEBYSHEV PSEUDO-SPECTRAL METHOD
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and A. M. S. Mahdy,
Approximate solutions for solving fractional Riccati differential equation
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and A. M. S. Mahdy,
Approximate solutions for solving fractional Riccati differential equation
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and A. M. S. Mahdy,
Approximate solutions for solving fractional Riccati differential equation
,
, Submitted.
Abstract
n/a
Sweilam, N. H., and A. M. Nagy,
The Australian Journal of Mathematical Analysis and Applications
,
, Submitted.
Abstract
n/a
Sweilam, N. H., and A. M. Nagy,
The Australian Journal of Mathematical Analysis and Applications
,
, Submitted.
Abstract
n/a
Sweilam, N. H., and A. M. Nagy,
The Australian Journal of Mathematical Analysis and Applications
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and M. Adel,
An E cient Class of FDM Based on Hermite Formula for Solving Fractional Reaction-Subdiffusion Equations
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and M. Adel,
An E cient Class of FDM Based on Hermite Formula for Solving Fractional Reaction-Subdiffusion Equations
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Khader, and M. Adel,
An E cient Class of FDM Based on Hermite Formula for Solving Fractional Reaction-Subdiffusion Equations
,
, Submitted.
Abstract
n/a
Abd El-Monsef, M. M. E., N. H. Sweilam, and M. A. Sabry,
"
The exponentiated power Lomax distribution and its applications
",
Quality and Reliability Engineering International
, Submitted.
Abstract
n/a
Sweilam, N. H., A. M. Nagy, and L. E. Elfahri,
Fractional-Order Delayed Salmonella Transmission Model: A Numerical Simulation
,
, Submitted.
Abstract
n/a
Rao, S. N., M. Singh, Z. M. Meetei, A. Pratap, R. Raja, J. Cao, J. Alzabut, C. Huang, N. H. Sweilam, S. M. Al-Mekhlafi, et al.,
HE–ELZAKI METHOD FOR SPATIAL DIFFUSION OF BIOLOGICAL POPULATION
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Rizk, and M. M. Abou Hasan,
NON-UNIFORM FINITE DIFFERENCE METHOD FOR EUROPEAN AND AMERICAN PUT OPTION USING BLACK-SCHOLES MODEL
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Rizk, and M. M. Abou Hasan,
NON-UNIFORM FINITE DIFFERENCE METHOD FOR EUROPEAN AND AMERICAN PUT OPTION USING BLACK-SCHOLES MODEL
,
, Submitted.
Abstract
n/a
Sweilam, N. H., M. M. Rizk, and M. M. Abou Hasan,
NON-UNIFORM FINITE DIFFERENCE METHOD FOR EUROPEAN AND AMERICAN PUT OPTION USING BLACK-SCHOLES MODEL
,
, Submitted.
Abstract
n/a
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Publications
Bio
Classes
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Mathematical modeling
(1)
Mismatch repair
(1)
SOS response
(1)
UV mutagenesis
(1)
Recent Publications
Fractional-Order Delayed Salmonella Transmission Model: A Numerical Simulation
ON THE EXISTENCE AND PROPERTIES OF THE POSITIVE DEFINITE SOLUTION OF THE MATRIX EQUATION X= I+ A/X- 1A
NON-UNIFORM FINITE DIFFERENCE METHOD FOR EUROPEAN AND AMERICAN PUT OPTION USING BLACK-SCHOLES MODEL
The Australian Journal of Mathematical Analysis and Applications
AN APPROXIMATE SOLUTION FOR FRACTIONAL OPTIMAL CONTROL PROBLEMS USING CHEBYSHEV PSEUDO-SPECTRAL METHOD
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