Prof. Mohamed Abu-Shady

Department of Mathematics and Computer Science,

Menoufia University, Egypt

Professor

Email: abu_shady_1999@yahoo.com

Qualifications

2006 Ph.D., Menoufia University, particles physics

2001 M.Sc., Menoufia University, applied Mathematics

1995 B.Sc., Menoufia University, the pure and applied Mathematics

Publications (Selected)

1. A. M. Abourabia, M. A. Mahmoud, M. Abu-shady, " On the irreversible thermodynamic behavior of electron swarms" Egypt. J. Phys. V. 36, (2005) PP.53-69.
2. A. M. Abourabia, M. A. Mahmoud, M. Abu-shady, " On Non-equilibrium thermodynamics in binary gas mixtures" J. Egypt. Math. Soc. Vol. 13, (2005), PP.65-81.
3. M. Rashdan, M. Abu-shady, T.S.T. Ali, "Extended Linear Sigma model in Higher Order-Mesonic Interactions" International Journal Modern Physics E, v.15, (2006) PP.143-152.
4. M. Rashdan, T.S.T. Ali, S. kholy, M. Abu-shady, "Hadrons Properties in a Choral Quark-Sigma Model", Journal of Mathematical and Physical Society of Egypt, (2006)
5. M. Abu-shady, M. Rashdan, T.S.T. Ally, "Nπ Scattering and Electromagnetic Corrections in the Extended Linear Sigma Model" Fizika B, V. 16, (2007) PP. 59-66.
6. T.S.T. Ali, M. Rashdan, M. Abu-shady, "Effect of coherent state of quarks and mesons on hadron properties" International Journal Theoretical Physics, V.45,(2006), PP.1654-1658
7. M. Rashdan, M. Abu-shady, T.S.T. Ali, "Nucleon Properties from Modified Sigma Model" International Journal Modern Physics A, V. 22, (2007), PP. 2673-2681.
8. M. Abu-shady, M. Rashdan, "Comparison of the Extended Linear Sigma Model and Chiral Perturbation Theory for nucleon properties", International Journal Theoretical Physics, V. 47, (2008) PP. 347-379.
9. M. Abu-shady, "Effect of Logarithmic Mesonic Potential on Nucleon Magnetic Moments and Hedgehog Mass" International Journal Theoretical Physics, V. 48, (2009), PP. 115-126.
10. M. Abu-shady, "Effect of the A-term on the Nucleon Properties in the Extended Linear Sigma Model" International Journal Theoretical Physics, V. 48, (2009), PP. 1110-1121.
11. M. Abu-shady, "Nucleon Properties from Approximating Chiral Quark Sigma Model", International Journal of Applied Mathematics and Information sciences), Vol. 5, No. 3  (2011) PP. 304S-314S
12. M. Abu-shady, "Effect of Logarithmic Mesonic Potential on Nucleon Properties" Modern physics Letter A, V. 24, No. 20 (2009) PP. 1617-1629.
13. M. Abu-shady, "Pion Mass dependence on Nucleon Magnetic Moments in the Extended Linear Sigma Model" Physics Atomic nuclei, V. 73, (2009), P. 978
14. M. Abu-shady, "Effect of Coherent-pair Approximation on Nucleon Properties in the Extended Linear Sigma Model" Acta Physica Polonica B V. 40, (2009), PP. 2225-2238
15. M. Abu-shady and M. Rashdan, "Effect of Logarithmic Mesonic Potential on Nucleon Properties in the Coherent-Pair Approximation" Physical Review C, V. 81, (2010), P 015203
16. M. Abu-shady, "The Dependence of the Nucleon Mass on the Pion Mass in the Extended Quark Sigma Model" International Journal Modern Physics E, V. 19, (2010 ), PP. 2051-2061
17. M. Abu-shady, "Meson Properties at Finite Temperature in the Linear Sigma Model", International Journal Theoretical Physics, V. 49, (2010 ) PP. 2425-2436.
18. M. Abu-shady, "Chiral Logarithmic Quark Model of N and Δ with an A-term in the Mean-Field Approximation" International Journal Modern Physics A, V. 26, (2011 ), PP. 2673-2681.
19. M. Abu-shady, "Nucleon Properties Below the Critical Point Temperature", International Journal Theoretical Physics, V. 50, N. 4, (2011) Published online 28 December 2010.
20. M. Abu-shady and H. Mansour "Quantized quark sigma model at finite temperature and nucleon properties" Phys. ReV. C 85, 055204 (2012).
21. M. Abu-Shady, The Effect of finite temperature on the nucleon properties in the extended linear sigma model, Int. J. Mod. Phys. E 21, 1250061 (2012)
22. M. Abu-shady, "A new technique for the calculations mesonic potential at finite temperature in the logarithmic quark sigma model" J. Fractional Calculus and Applications, V. 3s, (2012) PP-1-8
23. M. Abu-shady, "N-midpoint rule for calculating effective potential at finite temperature, Intr. J. thero. Physics" (Published online 4 Decamber 2012).