Aperçu des sections



    • Prerequisites: 💡

      To study OPM 2, the student must have knowledge of OPM 1, algorithmes, and basic programming concepts in CSILAB or any other programming language.

       Learning Objectives: 🔦

      The importance of this course ans At the end of these practical exercises, students will be able to:

       - Lies in teaching students how to work with MATLAB,

       - Write programs,

       - Master some basic programming concepts.



    • -Course Instructor: Dr. Assma Leulmi
      -Target Audience: Second-year Mathematics Bachelor’s students
      -Email: as_smaleulmi@yahoo.fr assma.leulmi@univ-setif.dz
      -Responses will be provided within 36 hours at most, Inshallah.
      -Credit Hours: 3
      -Coefficient: 1
      -Contact Hours: 1.5 hours lecture and 1.5 hoursTP
      -Practice Evaluation Method: Continuous assessment + Final exam.
      -The course grade is weighted as follows: 60% for lectures and 40% for practical work.
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    • Course Objectives:📈

      To provide students with the fundamental elements for mastering programming tools, focusing on languages used for scientific and technical purposes.

      Course Content:📝

      Chapter 1: Getting Started

      • Startup and variable help
      • Variables
      • Working directory
      • Saving the work environment
      • Functions and commands

      Chapter 2: Numbers in MATLAB or Scilab

      • Natural integers
      • Real number representation
      • Complex numbers

      Chapter 3: Vectors and Matrices

      Chapter 4: Programming Elements

      • Script
      • Function
      • Control loops
      • Conditional statements

      Chapter 5: Polynomials

      • Polynomials in MATLAB or Scilab
      • Polynomial zeros
      • Polynomial operations

      Chapter 6: Graphics in MATLAB or Scilab

      • 2D and 3D curve plotting
      • Graph of a function
      • Analytical surfaces

      Chapter 7: Symbolic Calculation

      • Calling the symbolic toolbox
      • Expanding and transforming expressions
      • Derivatives and integrals of a function
      • Taylor series expansion of a function

      Mind map:




    • Chat with me:📬

      Welcome dear students to this page. Let’s discuss various questions and inquiries regarding the course, its methodology, and teaching approach. 
      You can communicate with me and fellow students through this window or via the email provided on the contact card. Best regards,  
      Chat space Weekly chat at 5:00 PM every Thursday, 
      starting from december 1, 2024,
      I look forward to your messages and questions.


    • Required  books :📙

      • Calcul scientifique avec MATLAB, Jonas-Koko, Ellipses.
      • Introduction to MATLAB, J. T. Lapresté, Ellipses.
      • Matlab 1
      • Matlab 2