Re: "Higher order" bifurcation of discrete map
- From: "I.N. Galidakis" <morpheus@xxxxxxxxxxxx>
- Date: Mon, 8 Jun 2009 16:35:35 +0300
mike3 wrote:
[snip]
http://ioannis.virtualcomposer2000.com/math/hyperpower.html
Well this is fine for a complex map, but what about a purely real one
on the
real line?
Trivially, "yes". Just take the maps:
f(x) = Re(c^z) or
g(y) = Im(c^z)
If you want a totally trivial example, just pick 3 separate sequences, agreeing
for n < n_0, but converging to 3 different limits for n > n_0, and arrange them
appropriately. I can't be bothered to actually construct the example, but I
think it's clear what I mean.
--
Ioannis
.
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