It is well-known that discovering and then calculating all branches of solutions of fractional order nonlinear differential equations with boundary...
Read MoreEngineering Mathematics, modeling and numerical solutions of fractional- order differential systems, q-Difference Equations, Numerical and Semi-analytic techniques for solving Engineering problems
Mourad Semary received his B.Sc. in Electronics and Communication Engineering from Benha Faculty of Engineering, Benha University, Egypt in 2006. He received his M.Sc. and Ph. D. degrees in Engineering Mathematics from Benha University. He is Lecturer in Department of Basic Science, Benha Faculty of Engineering. He is research interests are in Engineering Mathematics, modeling and numerical solutions of fractional- order differential systems, q-Difference Equations, Numerical and Semi-analytic techniques for solving Engineering problems. He published several papers in various international journals. He is the author of book chapter, ten international journals, and two international conferences.
It is well-known that discovering and then calculating all branches of solutions of fractional order nonlinear differential equations with boundary...
Read MoreThis paper discusses the diffusion and reaction behaviors of catalyst pellets in the fractional-order domain as well as the case...
Read MoreThis paper presents a semi-analytical method for solving fractional differential equations with strong terms like (exp, sin, cos, ). An auxiliary...
Read MoreThis paper introduces two methods for the numerical solution of distributed order linear fractional differential equations. The first method focuses...
Read MoreIn this paper, a new realization of the fractional capacitor (FC) using passive symmetric networks is proposed
Read MoreThis paper investigates some basic concepts of fractional-order linear time invariant systems related to their physical and non-physical transfer functions,...
Read MoreThe analysis of nonlinear fractional-order circuits is a challenging problem
Read MoreThis paper introduces an approximate solution for Liouville-Caputo variable order fractional differential equations with order 0
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