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07/16/2019, 08:57 PM
(This post was last modified: 07/16/2019, 09:00 PM by Ember Edison.)
(07/16/2019, 08:44 PM)bo198214 Wrote: Ember, please do me a favour and don't quote the whole thing if you are only referring to some particular lines.
A half iterate of f is a function g, such that g(g(x))=f(x). You typically write it as \( f^{\circ 1/2}(x) \). It's the superfunction at value 1/2.
I'm sorry. This mean is can close to solve base eta? That sound good.
I think I need find more post for it.
Posts: 92
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(07/16/2019, 08:44 PM)bo198214 Wrote: Ember, please do me a favour and don't quote the whole thing if you are only referring to some particular lines.
A half iterate of f is a function g, such that g(g(x))=f(x). You typically write it as \( f^{\circ 1/2}(x) \). It's the superfunction at value 1/2.
Hi, I didn't find a
complete papers with you and @andydude (I just find incomplete version). Can you send them to me?
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(08/05/2019, 04:54 AM)Ember Edison Wrote: (07/16/2019, 08:44 PM)bo198214 Wrote: Ember, please do me a favour and don't quote the whole thing if you are only referring to some particular lines.
A half iterate of f is a function g, such that g(g(x))=f(x). You typically write it as \( f^{\circ 1/2}(x) \). It's the superfunction at value 1/2.
Hi, I didn't find a complete papers with you and @andydude (I just find incomplete version). Can you send them to me?
There is no complete version of "5+ methods for real analytic tetration", it was work in progress and never finished.
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(08/13/2019, 08:32 PM)bo198214 Wrote: (08/05/2019, 04:54 AM)Ember Edison Wrote: Hi, I didn't find a complete papers with you and @andydude (I just find incomplete version). Can you send them to me?
There is no complete version of "5+ methods for real analytic tetration", it was work in progress and never finished.
Not just this, And the "Tetration Reference"?
It may not be very suitable, but I still want to ask, what happened that has not been completed yet?