Current Courses


USTHB, 2LIC ST Telecom : Applied Numerical Methods (Spring 2024)

Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Curve fitting, Interpolation, Integration, Differentiation, and Differential Equations. Emphasis is on the applications in Electrical Engineering.

Past Courses


USTHB, 2LIC Telecom : Math 3 (Fall 2023)

Numerical series, Series of functions, Power series, Fourier Series, Improper integrals, Double integrals, Triple integrals, Curvilinear integrals, Surface integrals, Ordinary Differential Equations, Partial Differential Equations, Special functions, Laplace Transform, Fourier Transform.


USTHB, Master I PDES: Sicentific Computing (Fall 2022)

Linux, Fortran 2018, Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Nonlinear systems, Curve fitting, Interpolation, Integration, Differentiation, Differential Equations and optimization. Emphasis is on the programming aspect of the numerical methods. Course includes Programming Labs.


USTHB, Mastere 1, Reservoir Engineering: Maths 1, Numerical tools (Fall 2017)

Modeling, Programming in Fortran, Partial Differential Equations, Numerical Methods, Convection, Diffusion, Reaction, Applications in Reservoir Engineering. Course includes Programming Labs.


USTHB, Mastere 1, Reservoir Engineering: Maths 2, Numerical tools (Spring 2018)

Modeling, Programming in Fortran, Partial Differential Equations, Numerical Methods, Convection, Diffusion, Reaction, Applications in Reservoir Engineering. Course includes Programming Labs.


USTHB, 2LIC ST Automatic Control : Numerical Methods, Math 4 (Spring 2016--2022)

Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Curve fitting, Interpolation, Integration, Differentiation, and Differential Equations. Emphasis is on the applications in Electrical Engineering.


USTHB, 2LIC Electronics: Math 3 (Fall 2015--2021)

Numerical series, Series of functions, Power series, Fourier Series, Improper integrals, Double integrals, Triple integrals, Curvilinear integrals, Surface integrals, Ordinary Differential Equations, Partial Differential Equations, Special functions, Laplace Transform, Fourier Transform.


USTHB, 2LIC Electronics: Analysis II (Fall 2013 and 2014)

Functions of several variables, Improper integrals, Double integrals, Triple integrals, Curvilinear integrals, Surface integrals, Ordinary Differential Equations, Orthogonal systems, Fourier series, Special functions, Complex Analysis


USTHB, 2LIC ST Civil Engineering: Applied Numerical Methods (Spring 2013, 2014 and 2015)

Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Eigenvalue Problems, Curve fitting, Interpolation, Integration, Differentiation, and Differential Equations. Emphasis is on the applications in Civil Engineering.


EMP, 1AI GM/GC: Applied Mathematics (Fall 2003 and 2005--2023)

Part 1 - Mathematical Modeling: Introduction to Modeling in the Sciences and Engineering with emphasis on systems of conservation laws, the Navier-Stokes equations and the choice of simplifying assumption, Part 2 - Partial Differential Equations: introduction, solution methodology, the method of seperation of variables, Eigenvalues and eigenfunctions, Generalized Fourier Series.


USTHB, 2LIC ST: TL01 Series (Fall 2010, 2011 and 2012)

Series, Series of functions, Fourier series, Fourier transform.


USTHB, 2LIC ELN (Electronics Engineering) : Numerical Analysis (Fall 2012--2014)

Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Nonlinear Systems, Polynomial Interpolation, Differentiation, Differential Equations. Emphasis is on the applications in Electrical Engineering


USTHB, Mastere 1, Food Engineering: Mathematical Modeling of Transport Phenomena (Spring 2012)

Modeling, Programming in Fortran, Partial Differential Equations, Numerical Methods, Convection, Diffusion, Reaction, Applications in Food Enginnering. Course includes Programming Labs.


EMP, Masters in Propulsion: Partial Differential Equations Spring 2010

Intro to PDEs, the method of characteristics, systems of conservation laws


USTHB, 3LIC Process Engineering: Applied Numerical Methods (Spring 2009, 2010, 2011, and 2012)

Computer Arithmetic, Nonlinear Equations, Direct and Iterative Methods for Linear Systems, Nonlinear Systems, Curve fitting, Interpolation, Integration, Differentiation. Emphasis is on the applications in Chemical Engineering, Pharmaceutical Engineering, Cryogenics, Petrochemistry, Environmental Engineering and Food Engineering


EMP, 2AI Mechanical Engineering: The Finite Element Method (Spring 2006, 2007, 2008, 2009, 2010, 2011, and 2012)

Introduction to Object Oriented Programming with Fortran 2008, Numerical Methods, Iterative Methods for Large and Sparse Linear Systems, Unstructured Mesh Generation, Basis and Shape Functions, Reference Element, Galerking Approach, Elementary Matrices, Global System Assembly, Implementation for Boundary conditions, The Helmholtz equation. The course includes Programming Labs.


USTHB, Mastere 1 PDEs : Finite Difference and Finite Volume Methods (Spring 2008 and 2009)

Modeling, Partial Differential Equations, Basics of Numerical Methods, Applications to the wave equation, the heat equation, and Laplace's equation. This course includes weekly labs involving programming selected methods in FORTRAN 2003.


USTHB, Magistere PDEs-MMAN : Advanced Numerical Analysis and Programming (Spring 2008, 2009, and 2010)

Modeling, Partial Differential Equations, Basics of Numerical Methods, Applications to the wave equation, the heat equation, and Laplace's equation. This course includes weekly labs involving programming selected methods in FORTRAN 2003.


USTHB, 3 DES Math: SEM 307 (Fall 2007)


USTHB, 2 SETI : Numerical Analysis (Spring 2006 and Fall 2007)

Nonlinear Equations, Linear Systems direct and iterative methods, nonlinear systems, interpolation, and approximation.


USTHB, 2 SETI : Calculus III (Spring 2005 and Fall 2006)

Differential equations, double integrals, triple integrals, surface integrals, and line integrals.


EMP, 1AI GE: Applied Mathematics for Electrical Engineering (Spring 2004)

Part 1 - Mathematical Modeling: Introduction to Modeling in the Sciences and Engineering with emphasis on Maxwell Equations, Part 2 - Functionals and minimization problems , Part 3 - Partial Differential Equations: introduction, solution methodology, the method of seperation of variables, Generalized Fourier Series, Part 4 - The Finite Difference and the Finite Element Methods.

Courses taught in the US


UT, MA142: Calculus II (Spring 2005)

This course is an introduction to single variable calculus. It covers basics of antiderivatives, infinite sequences and series and their applications.


UT, MA403: Mathematical Methods for Engineers and Scientists (Fall 2004)

This course covers topics from Linear Algebra, Numerical Methods, Partial Differential Equations and their analytical solution. Matlab Homework is provided.


UT, MA371: Numerical Algorithms (Spring 2003)

This course is on the foundations and applications of numerical algorithms commonly used in Science and Engineering. Topics to be covered include algorithms for finding roots of equations, solving linear systems and ordinary differential equations, evaluating derivatives and integrals, and fitting curves to data through interpolation or least-squares. Additional topics include an introduction to computer arithmetic and programing.


UT, MA141: Calculus I (Spring 2003)

This course is an introduction to single variable calculus. It covers basics of limits, derivatives, differentiation, and their applications.


UA, MA112: Precalculus Algebra (Fall 2000, Spring 2001, Fall 2001, and Spring 2002)


UA, MA005: Introductory Algebra (Summer II 2000)


UA, MA237: Matrix Algebra (Spring 2000)


UA, MA100: Intermediate Algebra (Fall and Summer 1999, Spring 2000)


UA, MA109: Intermediate Algebra (Fall 1997, Spring and Summer 1998)