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Comparing the Known Tetration Solutions

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Comparing the Known Tetration Solutions
bo198214 Offline
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#13
08/20/2007, 11:09 AM
jaydfox Wrote:0.5, 1.64515080754212070699721

Hm, the slog powerseries converges quite slowly so I computed Andrew's slog of 1.64515080754212070699721 with estimated 7 digits precision (which are 120 terms of the sequence for this value, I also looked how many digits change when increasing the terms of the powerseries).
And indeed they differ:
slog(1.64515080754212070699721)=0.49923571!=0.5
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Messages In This Thread
RE: Comparing the Known Tetration Solutions - by bo198214 - 08/20/2007, 11:09 AM
RE: computing the iterated exp(x)-1 - by andydude - 08/17/2007, 11:20 PM
RE: computing the iterated exp(x)-1 - by jaydfox - 08/17/2007, 11:38 PM
RE: computing the iterated exp(x)-1 - by bo198214 - 08/17/2007, 11:45 PM
RE: computing the iterated exp(x)-1 - by jaydfox - 08/18/2007, 12:19 AM
RE: computing the iterated exp(x)-1 - by bo198214 - 08/18/2007, 08:19 AM
RE: computing the iterated exp(x)-1 - by andydude - 08/18/2007, 09:35 AM
RE: computing the iterated exp(x)-1 - by bo198214 - 08/18/2007, 11:59 AM
RE: computing the iterated exp(x)-1 - by jaydfox - 08/18/2007, 03:49 PM
RE: computing the iterated exp(x)-1 - by jaydfox - 08/19/2007, 12:50 AM

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