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 tiny q: superroots of real numbers x>e Gottfried Ultimate Fellow Posts: 763 Threads: 118 Joined: Aug 2007 02/03/2009, 11:36 AM Yepp, so we have the interesting property, that we have two numbers: a proper limit (e^(1/e)) for the sequence of srt of increasing order and x^(1/x) as value for "the immediate" evaluation of the infinite expression. Hmm - surely this should be formulated more smoothly. Can we then say, that the infinite iterative root for y>e has two values? ... so many questions... Gottfried Gottfried Helms, Kassel « Next Oldest | Next Newest »

 Messages In This Thread tiny q: superroots of real numbers x>e - by Gottfried - 02/02/2009, 06:54 PM RE: tiny q: superroots of real numbers x>e - by bo198214 - 02/02/2009, 10:21 PM RE: tiny q: superroots of real numbers x>e - by Gottfried - 02/03/2009, 12:15 AM RE: tiny q: superroots of real numbers x>e - by bo198214 - 02/03/2009, 10:01 AM RE: tiny q: superroots of real numbers x>e - by Gottfried - 02/03/2009, 11:36 AM RE: tiny q: superroots of real numbers x>e - by bo198214 - 02/03/2009, 12:46 PM

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