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 Integer tetration and convergence speed rules JmsNxn Long Time Fellow Posts: 291 Threads: 67 Joined: Dec 2010 12/12/2011, 05:20 AM (This post was last modified: 12/12/2011, 05:21 AM by JmsNxn.) Sadly, I don't speak Italian, but looking at the math that seems very wild and interesting. The fact that the same digits reoccur in $^k 3$ is very... weird? I wonder, does this happen exclusively for base ten? Would this happen in binary or hexadecimal? I think it would... right? That's very weird. This has to tell us something. Too bad I don't speak Italian to see what you've concluded. Nonetheless; this takes the cake for "mathematical beauty of the day", maybe week, for me. very cool find! I don't even know how you evaluate such large values of integer tetration of three. « Next Oldest | Next Newest »

 Messages In This Thread Integer tetration and convergence speed rules - by marcokrt - 12/12/2011, 12:50 AM RE: Integer tetration and convergence speed rules - by JmsNxn - 12/12/2011, 05:20 AM RE: Integer tetration and convergence speed rules - by marcokrt - 12/12/2011, 08:02 PM RE: Integer tetration and convergence speed rules - by nuninho1980 - 12/20/2011, 11:29 PM RE: Integer tetration and convergence speed rules - by marcokrt - 12/21/2011, 12:03 AM RE: Integer tetration and convergence speed rules - by marcokrt - 12/21/2011, 06:21 PM

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