I'm trying to understand if a fixed point iteration function can have more than 1 fixed points.
In theory I tried to find an f(x) such that I could generate an iteration function g(x) in a way that g(x) has multiple fixed points but I kinda got stuck on this, which got me thinking that maybe there is only one fixed point.
Maybe someone could offer an example or an explanation as to how many fixed points could be? thanks