Teaching undergraduate courses in Mathematics, Partial differential equations, Advanced Calculus, Geometry, Axiomatics and Complex Analysis.
I worked as a member in the quality assurance of undergraduate students in the Mathematics Department.
Supervising undergraduate student projects.
: The aim of this paper is to study the existence and approximation of periodic solutions for non-linear
systems of integral equations, by using the numerical-analytic method which was introduced by Samoilenko[
10, 11]. The study of such nonlinear integral equations is more general and leads us to improve and extend the
results of Butris [2].
2014-04
Gen. Math. Notes
(القضية : 2219)
(الحجم : 1)
Periodic Solution for certain Nonlinear System of Volterra Integral Equations
In this paper, the numerical-analytic method has been used by (Samoilenko A.
M.) to investigate the existence and approximation of periodic solutions for
certain nonlinear systems of Volterra integral equations. Also, these methods
could be developed and extended throughout the study. Thus, the nonlinear
integral equation that we have introduced in this study become more general than
those introduced by Butris R. N.
2014-01
الاطاريح
2013-07-29
Periodic Solution for certain Nonlinear System of Volterra Integral Equations
Periodic Solution for certain Nonlinear
System of Volterra Integral Equations
