Crazy conjecture connecting the sqrt(e) and tetrations!
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Crazy conjecture connecting the sqrt(e) and tetrations!
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02/28/2011, 02:43 PM
(04/22/2010, 12:41 PM)bo198214 Wrote: (...) Hmm, I do not really see a good possibility to tackle this. Just want to note that one can rewrite this \( \lim_{n\to \infty} b\^\^^n < c\^\^^m < b\^\^^{(n+1)} \) where \( b=\eta+1/\exp(k) \) and \( c=\eta+1/ \exp(1+k) \) and then \( m \to n*1.64... = n*\exp (0.5) \) with some k
Gottfried Helms, Kassel
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Crazy conjecture connecting the sqrt(e) and tetrations! - by rsgerard - 04/21/2010, 07:19 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by rsgerard - 04/21/2010, 07:48 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by bo198214 - 04/22/2010, 12:41 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by tommy1729 - 04/22/2010, 02:43 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by Gottfried - 02/28/2011, 02:43 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by tommy1729 - 03/26/2014, 12:40 AM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by tommy1729 - 03/27/2014, 11:20 PM
RE: Crazy conjecture connecting the sqrt(e) and tetrations! - by tommy1729 - 06/24/2010, 07:56 PM
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