The "cheta" function
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The "cheta" function
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08/11/2009, 10:55 PM
(08/07/2009, 06:03 PM)Gottfried Wrote: just for the record; there was a discussion about this recently in sci.math. See Logarithm of repeated exponential Gottfried, thanks for connecting the topics. The sci.math thread finally contains a proof that \( \lim_{n\to\infty} \log_b^{[n]}\circ \exp_a^{[n]} \) is converging at all. |
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The "cheta" function - by jaydfox - 08/05/2009, 09:36 PM
RE: The "cheta" function - by jaydfox - 08/05/2009, 09:37 PM
RE: The "cheta" function - by jaydfox - 08/05/2009, 11:09 PM
RE: The "cheta" function - by jaydfox - 08/06/2009, 07:56 PM
RE: The "cheta" function - by jaydfox - 08/05/2009, 10:21 PM
RE: The "cheta" function - by jaydfox - 08/05/2009, 10:42 PM
RE: The "cheta" function - by bo198214 - 08/06/2009, 08:55 PM
RE: The "cheta" function - by jaydfox - 08/06/2009, 09:33 PM
RE: The "cheta" function - by bo198214 - 08/06/2009, 09:54 PM
RE: The "cheta" function - by jaydfox - 08/06/2009, 10:02 PM
RE: The "cheta" function - by bo198214 - 08/06/2009, 10:26 PM
RE: The "cheta" function - by jaydfox - 08/06/2009, 11:05 PM
RE: The "cheta" function - by bo198214 - 08/07/2009, 07:26 AM
RE: The "cheta" function - by bo198214 - 08/07/2009, 08:15 AM
RE: The "cheta" function - by jaydfox - 08/07/2009, 04:18 PM
RE: The "cheta" function - by bo198214 - 08/07/2009, 06:49 PM
RE: The "cheta" function - by jaydfox - 08/07/2009, 07:24 PM
RE: The "cheta" function - by bo198214 - 08/07/2009, 08:41 PM
RE: The "cheta" function - by jaydfox - 08/07/2009, 05:14 PM
RE: The "cheta" function - by Gottfried - 08/07/2009, 06:03 PM
RE: The "cheta" function - by bo198214 - 08/11/2009, 10:55 PM
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