06/26/2010, 12:04 PM
(06/24/2010, 07:22 PM)tommy1729 Wrote: as you can see the amount of fixpoints remains constant hence ' conservation of fixed points '.
I am not really sure how you come to this conlcusion. Take
Base function: b*x and its superfunction: b^x: The base function has 1 fixed point (0), while the superfunction has fixed points depending on the value of b. Either two real, 1 real, or no real fixed point.
I would "conservation of fixed points" rather to non-integer iterates, as the demand that the non-integer iterates should have the same fixed points as the base function.
PS: Again the reminder: Dont quote whole posts! Always pick the particular quote you are replying to, or no quote at all, if it is a general reply. People are able to read the previous post, no need to repeat it for them.
