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 Regular "pentation"? mike3 Long Time Fellow Posts: 368 Threads: 44 Joined: Sep 2009 05/07/2010, 06:07 AM (This post was last modified: 05/07/2010, 06:09 AM by mike3.) (05/07/2010, 03:17 AM)andydude Wrote: I think I finally understand what you're talking about here. There is an interval that plays the same role in pentation as $(e^{-e}, e^{1/e})$ plays in tetration. I talked about the upper bound of this interval here, but whether or not there is a lower bound to this interval is unknown. Yes, without an extension to real/complex heights for $b \le e^{-e}$ for tetration, determining the lower bound (if any) does not seem possible. « Next Oldest | Next Newest »

 Messages In This Thread Regular "pentation"? - by mike3 - 05/01/2010, 11:56 AM RE: Regular "pentation"? - by tommy1729 - 05/01/2010, 03:21 PM RE: Regular "pentation"? - by bo198214 - 05/01/2010, 08:54 PM RE: Regular "pentation"? - by mike3 - 05/02/2010, 12:07 AM RE: Regular "pentation"? - by andydude - 05/02/2010, 09:12 AM RE: Regular "pentation"? - by Base-Acid Tetration - 05/02/2010, 11:29 PM RE: Regular "pentation"? - by andydude - 05/03/2010, 02:54 AM RE: Regular "pentation"? - by mike3 - 05/03/2010, 03:27 AM RE: Regular "pentation"? - by andydude - 05/07/2010, 03:10 AM RE: Regular "pentation"? - by andydude - 05/07/2010, 03:17 AM RE: Regular "pentation"? - by mike3 - 05/07/2010, 06:07 AM pentation? (Based on "polynomial" tetration) - by Gottfried - 03/29/2011, 09:50 AM RE: pentation? (Based on "polynomial" tetration) - by BenStandeven - 04/04/2011, 03:16 AM

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