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 Pentation's definitional ambiguity andydude Long Time Fellow Posts: 509 Threads: 44 Joined: Aug 2007 10/22/2009, 08:27 PM (10/22/2009, 11:40 AM)Base-Acid Tetration Wrote: what are the andydude Wrote:branches above and below everywhere else? For example, suppose we know that ${}^{b}a = c$, then we also know that ${}^{b+1}a = a^c = a^{c + 2 \pi i k/\ln(a)}$, so we can work backwards and say that for every k, there exists a branch such that ${}^{b}a = c + \frac{2 \pi i k}{\ln(a)}$ is this the same as the indexing scheme above? « Next Oldest | Next Newest »

 Messages In This Thread Pentation's definitional ambiguity - by Base-Acid Tetration - 10/17/2009, 09:54 PM RE: Pentation's definitional ambiguity - by andydude - 10/22/2009, 07:54 AM RE: Pentation's definitional ambiguity - by Base-Acid Tetration - 10/22/2009, 11:40 AM RE: Pentation's definitional ambiguity - by andydude - 10/22/2009, 08:27 PM RE: Pentation's definitional ambiguity - by Base-Acid Tetration - 10/22/2009, 09:45 PM Number of branches of tetration - by bo198214 - 10/24/2009, 09:27 AM RE: Number of branches of tetration - by Base-Acid Tetration - 10/24/2009, 01:02 PM RE: Number of branches of tetration - by bo198214 - 10/24/2009, 01:20 PM RE: Number of branches of tetration - by Base-Acid Tetration - 10/24/2009, 01:23 PM RE: Number of branches of tetration - by bo198214 - 10/24/2009, 02:01 PM RE: Pentation's definitional ambiguity - by Base-Acid Tetration - 12/15/2009, 08:52 PM RE: Pentation's definitional ambiguity - by bo198214 - 12/15/2009, 10:56 PM RE: Pentation's definitional ambiguity - by Base-Acid Tetration - 12/15/2009, 11:08 PM RE: Pentation's definitional ambiguity - by bo198214 - 12/15/2009, 11:15 PM RE: Pentation's definitional ambiguity - by Base-Acid Tetration - 12/15/2009, 11:23 PM

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