محمود سليمان عبد الفتاح عبد الرسول

مدرس مساعد في الفيزيقا والرياضيات الهندسية

المعلومات المهنية

المعلومات الدراسية

نبذة مختصرة

Mahmoud Soliman has a Bachelor degree in electrical power engineering in 2014 with Grade Excellent and ranked 9th on his class.
He worked fpr 3 years in the field of contracting then he transferred to the field of Academic teaching and became demonstrator at 2017.
He got a diploma in Engineering mathematics in 2018 From Ain shams university , faculty of engineering .
He got a master degree in Engineering mathematics in 2021 From Ain shams university , faculty of engineering

الأبحاث

1. , " Network distribution Power loss Reconfiguration Whale optimization ", international journal of applied power and engineering, 2020
2. Mahmoud Soliman;Hamdy Ahmed;Niveen Badra;Islam Samir, " Effects of fractional derivative on fiber optical solitons of (2 + 1) perturbed nonlinear Schrödinger equation using improved modified extended tanh-function method ", Optical and quantum electronics, 2024
3. Mahmoud Soliman;Hamdy Ahmed;Niveen Badra;Islam Samir, " Dispersive perturbations of solitons for conformable fractional complex Ginzburg–Landau equation with polynomial law of nonlinearity using improved modified extended tanh-function method ", Optical and quantum electronics, 2024
4. Mahmoud Soliman1, Hamdy M. Ahmed2,*, Niveen Badra1, Taher A. Nofal3 and Islam Samir, " Highly dispersive gap solitons for conformable fractional model in optical fibers with dispersive reflectivity solutions using the modified extended direct algebraic method ", AIMS Mathematics, 2024
5. Mahmoud Soliman, Hamdy M. Ahmed, Niveen Badra, Islam Samir, and Mostafa Eslami, " Novel optical soliton solutions using improved modified extended tanh function method for fractional beta time derivative (2+1)-dimensional Schrödinger equation ", Modern Physics Letters B, 2024
6. Mahmoud Soliman , Hamdy M. Ahmed , Niveen Badra , M. Elsaid Ramadan , , , Islam Samir , Soliman Alkhatib, " Influence of the beta-fractional derivative on optical soliton solutions of the pure-quartic nonlinear Schrödinger equation with weak nonlocality ", AIMS Mathematics, 2025