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Méthodes de Point Fixe en MATLAB by aissa bsb is a document available to read on EtoBox.

This document discusses and compares several numerical methods for finding the root of nonlinear equations, including fixed point iteration, bisection, and Newton-Raphson. It provides MATLAB code examples to implement each method. For fixed point iteration, it shows applying the method to find the root of f(x)=cos(x)-x. For bisection and Newton-Raphson, it implements the methods to find the roots of f(x)=exp(x)-4x in different intervals. The methods are compared in terms of convergence properties, speed, an

Author

aissa bsb

Language

EN