Purpose: A numerical method is an approximate computer method for solving a mathematical problem.
TP1-Solving equations (Newton's Method, The Secant Method …). TP2-Polynomials interpolation and Approximation (Lagrange Interpolation, Newton Interpolation and Divided Differences…). TP3-Numerical integration(Trapezoid Method , Simpson's Method …). TP4-Numerical solution of differential equations (Euler's Method, Runge-Kutta Method,….). TP5- Solution of Systems of Equations(Gaussian elimination Method / Gauss Jordan Elimination, Jacobi Method , Gauss-Seidel Method).
Programming and simulation tools : Octave , Python, Matlab , Maple , etc. We will use Octave tool.
- Enseignant: BENSATTALAH Aissa