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 Hyperoperators [n] basics for large n dyitto Junior Fellow Posts: 13 Threads: 3 Joined: Mar 2011 03/12/2011, 10:19 PM (This post was last modified: 08/13/2012, 10:19 PM by dyitto.) 8. Let a, b integer, 1 < a < b Let c = $^a\log(b)$ rounded up to the next integer Let k, m integer, m > 0, k >= 0 a [4] m >= c * (b + k) -> a [4] (m + k + 1) >= b [4] (k + 2) Proof: http://www.scrybqj.com/scrybqjdocuments/..._proof.pdf I hope I'll find some time to put this content in Tex. « Next Oldest | Next Newest »

 Messages In This Thread Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 01:20 AM RE: Hyperoperators [n] basics for large n - by bo198214 - 03/06/2011, 08:52 AM RE: Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 03:19 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 03:24 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 03:32 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 08:56 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/06/2011, 09:41 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/07/2011, 11:26 AM RE: Hyperoperators [n] basics for large n - by bo198214 - 03/07/2011, 01:35 PM RE: Hyperoperators [n] basics for large n - by dyitto - 03/12/2011, 10:19 PM

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