Dr. Mahmoud Ahmed Elgamal
Professor and HODAin Shams University, Egypt
Highest Degree
Ph.D. in System Engineering from Kobe University, Japan
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Area of Interest:
Selected Publications
- Khan, E.A., M.A. Elgamal and S.M. Shaarawy, 2015. Forecasting the number of muslim pilgrims using NARX neural networks with a comparison study with other modern methods. Br. J. Math. Comput. Sci., 6: 394-401.
- Shaarawy, S., E. Khan and M. Elgamal, 2014. Modeling and forecasting the number of pilgrims coming from outside the kingdom of Saudi Arabia using Bayesian and box-Jenkins approaches. Int. J. Adv. Comput. Sci. Applic., 5: 199-207.
- Elgamal, M. and M. Alaidy, 2014. Herbal leave recognition system based on dirichlet laplacian eigenvalues. Int. J. Adv. Comput. Sci. Applic., 5: 211-215.
Direct Link | - Elgamal, M., 2013. Automatic skin cancer images classification. Int. J. Adv. Comput. Sci. Applic., 4: 287-294.
Direct Link | - Elgamal, M., 2012. An efficient GUI face recognition system based on Dirichlet laplacian awareness. ARPN J. Syst. Software, 2: 208-213.
Direct Link | - Elgamal, M., 2009. Two-dimensional object recognition based on the method of moving frame. IAENG Int. J. Comput. Sci., 36: 34-44.
- Khalifa, M.E. and M. Elgamal, 2005. A numerical solution to Klein-Gordon equation with Dirichlet boundary condition. Applied Math. Comput., 160: 451-475.
CrossRef | Direct Link | - Elgamal, M., 2004. Modelling motion planning with many degrees of freedom heuristically. Int. J. Intell. Comput. Inform. Sci., 4: 35-47.
Direct Link | - Elgamal, M. and Nakagiri, 2003. Weak and numerical solutions of perturbed sine-gordon equations. Mem. Grad. School Sci. Technol. Kobe Univ., 21: 25-42.
- Elgamal, M. and S. Nakagiri, 1998. Weak solutions of damped sine-Gordon equations and their numerical analysis based on FEM. Kobe Univ. Graduate School Sci. Technol. Memorial J., 16: 129-141.
- Elgamal, M. and S. Nakagiri, 1997. Weak Solutions of Sine-Gordon Equation and their Numerical Analysis. RIMS Publications, Japan, pp: 123-137.