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 proof: Limit of self-super-roots is e^1/e. TPID 6 bo198214 Administrator Posts: 1,389 Threads: 90 Joined: Aug 2007 07/10/2010, 09:13 AM (07/10/2010, 05:19 AM)Base-Acid Tetration Wrote: The same method of proof could possibly be used to easily prove that, possibly for all k>4 The thing is: to define the hyper k-self-root you need a hyper (k-1) operation defined on the reals. And we still have several methods of doing this without equality proofs. « Next Oldest | Next Newest »

 Messages In This Thread proof: Limit of self-super-roots is e^1/e. TPID 6 - by bo198214 - 10/07/2009, 08:00 AM RE: proof: Limit of self-super-roots is e^1/e. TPID 6 - by andydude - 10/07/2009, 09:52 PM RE: proof: Limit of self-super-roots is e^1/e. TPID 6 - by Base-Acid Tetration - 07/10/2010, 05:19 AM RE: proof: Limit of self-super-roots is e^1/e. TPID 6 - by bo198214 - 07/10/2010, 09:13 AM

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