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Continuum sum - a new hope
#10
(06/12/2010, 11:10 AM)mike3 Wrote: Or are these singularities only on some "branches" of the Abel function, so there's other branches in which there are no singularities there, thus yielding values for where the integer-height tetration sequence occurs? (which would make more sense)

I guess so. But indeed I didnt have a closer look at other branches of the Abel function, I only vaguely remember that JayD had a "spider-web" picture of it, with slightly overlapping ends of two branches. (but couldnt find it again, the search function of the forum software is really weak.)
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Messages In This Thread
Continuum sum - a new hope - by kobi_78 - 04/24/2010, 09:01 PM
RE: Continuum sum - a new hope - by kobi_78 - 04/25/2010, 05:48 AM
RE: Continuum sum - a new hope - by bo198214 - 04/25/2010, 10:41 AM
RE: Continuum sum - a new hope - by kobi_78 - 05/03/2010, 09:27 PM
RE: Continuum sum - a new hope - by bo198214 - 05/09/2010, 11:35 AM
RE: Continuum sum - a new hope - by sheldonison - 06/11/2010, 12:34 AM
RE: Continuum sum - a new hope - by bo198214 - 06/12/2010, 04:42 AM
RE: Continuum sum - a new hope - by mike3 - 06/12/2010, 11:10 AM
RE: Continuum sum - a new hope - by bo198214 - 06/13/2010, 06:49 AM
RE: Continuum sum - a new hope - by sheldonison - 06/13/2010, 11:23 PM

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