Hany Nasr Hassan Moh..
Hany Nasr Hassan Moh..
Hany Nasr Hassan Moh..
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CURRICULUM VITAE<br />
<strong>Hany</strong> <strong>Nasr</strong> <strong>Hassan</strong> <strong>Moh</strong>ammed, Ph.D.<br />
Department of Basic Sciences, High Institute of Technology, Benha University,<br />
Benha 13512 – Kalyobia – Egypt<br />
Address: 19 Masjed El-Rahma Street, Elmatar Street, Imbaba, Giza, Egypt.<br />
Cellular: 2 (012) 5839389<br />
Fax: 2 (013) 3230297<br />
E-mail: h_nasr77@yahoo.com<br />
hany.mohamed@bhit.bu.edu.eg<br />
PERSONAL INFORMATION<br />
DATE OF BIRTH: 12/7 /1977<br />
PLACE OF BIRTH: IMBABA, GIZA, EGYPT<br />
NATIONALITY: EGYPTIAN<br />
MARITAL STATUS: MARRIED<br />
EDUCATION<br />
• Ph.D. in Engineering Mathematics, Engineering Mathematics and Physics Department, Faculty<br />
of Engineering, Cairo University, Egypt. January 2011.<br />
- Thesis title: “The Application of Homotopy Analysis Method in Solving Initial and Boundary<br />
Value Problems”<br />
- Supervisor: Prof. Magdy A. El-Tawil<br />
• M.Sc. in Engineering Mathematics, Engineering Mathematics and Physics Department, Faculty<br />
of Engineering, Cairo University, Egypt. February 2008.<br />
- Thesis title: “Fourier Spectral Methods For Solving The Nonlinear Partial Differential Equations”<br />
- Supervisors: Prof. Labib Iskander Hanna and Dr. <strong>Hassan</strong> Kamel <strong>Hassan</strong><br />
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• B.Sc. in Mathematics, Department of Mathematics, Faculty of Science, Benha University,<br />
Egypt. May 2004.<br />
- Grade of Graduation: Very Good (Honor)<br />
• B.Sc. in Power engineering, Department of Electrical Engineering, High Institute of Technology,<br />
Benha University, Egypt. May 2000.<br />
- Grade of Graduation: Very Good, Project: Excellent<br />
WORK EXPERIENCE<br />
February 2011-present (Full-time)<br />
Position: Lecturer of Engineering Mathematics<br />
Place: Department of Basic Sciences, High Institute of Technology, Banha University, Egypt.<br />
Duties: Teaching undergraduate courses of Mathematics.<br />
April 2008 to February 2011<br />
Position: Teaching Assistant<br />
Place: Department of Basic Sciences, High Institute of Technology, Banha University, Egypt.<br />
Duties: Assisting in teaching undergraduate courses of Mathematics.<br />
July 2002 to April 2008<br />
Position: Demonstrator<br />
Place: Department of Basic Sciences, High Institute of Technology, Banha University, Egypt.<br />
Duties: Assisting in teaching undergraduate courses of Mathematics.<br />
COURSES TAUGHT<br />
Abstract Algebra, Differential Calculus, Linear Algebra, Integral Calculus, Ordinary<br />
Differential Equations, Infinite Series, Series Solution of Differential Equations, Fourier<br />
Analysis, Laplace Transform, Multivariable Calculus, Function of Complex Variable, Partial<br />
Differential Equations, Numerical Methods, Probability and Statistics.<br />
LANGUAGE SKILLS<br />
Arabic (native), English (fluent).<br />
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RESEARCH INTERESTS<br />
Ordinary and Partial Differential Equations.<br />
Solitons and Compactons, N-Solitons<br />
Computational Mathematics<br />
Applications of Fluid Mechanics<br />
Numerical Analysis.<br />
Analytic Methods<br />
Spectral methods<br />
SELECTED SOFTWARE TOOLS EXPERIENCES<br />
Mathematica<br />
MATLAB<br />
LIST OF PUBLICATIONS<br />
[1] <strong>Hany</strong> N. <strong>Hassan</strong> and <strong>Hassan</strong> K. Saleh , “ The Solution of the Regularized Long Wave Equation<br />
Using the Fourier Leap-Frog Method ”, Z. Naturforsch. 65a, 305 – 314 (2010).<br />
[2] <strong>Hany</strong> N. <strong>Hassan</strong> “Numerical Solution of a Boussinesq Type Equation Using Fourier Spectral<br />
Methods ”, Z. Naturforsch. 65a, 268 – 276 (2010).<br />
[3] <strong>Hany</strong> N. <strong>Hassan</strong> and Magdy A. El-Tawil, “A new technique of using homotopy analysis<br />
method for solving high-order nonlinear differential equations”, Mathematical Methods in the<br />
Applied Sciences, 34, 728–742 (2011).<br />
[4] <strong>Hany</strong> N. <strong>Hassan</strong> and Magdy A. El-Tawil, “An efficient analytic approach for solving two-point<br />
nonlinear boundary value problems by homotopy analysis method”, Mathematical Methods in the<br />
Applied Sciences, 34, 977–989 (2011).<br />
[5] <strong>Hany</strong> N. <strong>Hassan</strong> and Magdy A. El-Tawil, “Solving cubic and coupled nonlinear Schrödinger<br />
equations using the homotopy analysis method”, International Journal of Applied Mathematics and<br />
Mechanics 7 (8): 41-64, 2011.<br />
[6] <strong>Hany</strong> N. <strong>Hassan</strong> and Magdy A. El-Tawil, “Modified Homotopy Analysis Method for Second<br />
order nonlinear initial value problems”, International Journal of Applied Mathematics and<br />
Mechanics IJAMM (Accepted and in press 2011)<br />
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