Fixed Point Method

The Fixed Point Method is applied to a given function.

The Fixed Point Method is applied to a given function.

Convergence conditions are as followed:
f(xa)=0 (=) xa=g(xa) => xa[n+1]=g(xn), n=0,1,..
Error majoration:
|e(xk)| <= L^k/(1-L)*|x1-xo|
Choice for inicial aproximation x0:
x0 = middle point of [a,b] = (a+b)/2