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how many superfunctions? [was superfunctions of eta converge towards each other]
#6
(05/28/2011, 12:12 PM)tommy1729 Wrote: my other questions are harder i assume.

Well I mean in most cases the regular iteration at one fixpoint is different from the one at the other. In the case of real analytic function with two real fixpoints they are equal only in the case of fractional linear (i.e. moebius) function. This is due to a result of Karlin&McGregor, I am not aware of other "global" results about regular iteration at different fixpoints.
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RE: how many superfunctions? [was superfunctions of eta converge towards each other] - by bo198214 - 05/28/2011, 12:25 PM

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