About
Summary
Passionate scholar in the field of Applied Mathematics, especially numerical
and theoretical studies using Spectral methods for solving mathematical
problems on unbounded domains.
My primary aim is to develop new efficient numerical methods to solve integral
and differential equations in bounded and unbounded domains with the
different asymptotic behavior of the solution at infinity.
Active and determined member in collaborating with scientists.
Positions
Associate professor Sep 2023 -
PhD student Nov 2018 - Dec 2022
Ph.D. student in Applied Mathematics, Mohamed El Bachir
El Ibrahimi University, Bordj Bou-Arreridj, Algeria.
Education
Bordj Bou Arreridj University 2018 - 2022
Field of study: Applied Mathematics
Degree: Ph.D
"Mapped spectral methods and rational approximations"
The main aim of this thesis is to approach the solutions of some mathematical
problems in the form of integral equations or differential equations on
unbounded domains. A common and effective strategy in dealing with
unbounded domains is to use a suitable mapping that transforms an infinite
domain. In this thesis, we introduce a new orthogonal system of mapped Jacobi
functions which is the images of classical Jacobi polynomials under inverse
mapping. The modified Jacobi spectral methods are proposed for second-order
differential and nonlinear integral equations on the semi-infinite domain.
Skills
-Collaboration and Teamwork
-Fast Learner
-Ability to Work in a Team
-Ability to work Under Pressure
-Highly organized and efficient
-Critical thinking and
-problem solving
CV
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