• 0 Vote(s) - 0 Average
• 1
• 2
• 3
• 4
• 5
 Tetration and imaginary numbers. robo37 Junior Fellow Posts: 15 Threads: 6 Joined: Jun 2009 07/12/2011, 03:22 PM Thanks for the help I got with my last question, now here's something else. i^i = 0.207879576..., which is interesting, so I wounder if there is any way to find out what i^^i is? Furthermore, what is i sroot i, i itteratedroot i, and the ith exponential factorial? Thanks. « Next Oldest | Next Newest »

 Messages In This Thread Tetration and imaginary numbers. - by robo37 - 07/12/2011, 03:22 PM RE: Tetration and imaginary numbers. - by sheldonison - 07/13/2011, 01:03 PM RE: Tetration and imaginary numbers. - by robo37 - 07/13/2011, 03:25 PM

 Possibly Related Threads... Thread Author Replies Views Last Post Spiral Numbers tommy1729 9 10,994 03/01/2016, 10:15 PM Last Post: tommy1729 Fractionally dimensioned numbers marraco 3 5,088 03/01/2016, 09:45 PM Last Post: tommy1729 A new set of numbers is necessary to extend tetration to real exponents. marraco 7 12,414 03/19/2015, 10:45 PM Last Post: marraco Tommy's conjecture : every positive integer is the sum of at most 8 pentatope numbers tommy1729 0 2,704 08/17/2014, 09:01 PM Last Post: tommy1729 Number theoretic formula for hyper operators (-oo, 2] at prime numbers JmsNxn 2 5,192 07/17/2012, 02:12 AM Last Post: JmsNxn A notation for really big numbers Tai Ferret 4 8,636 02/14/2012, 10:48 PM Last Post: Tai Ferret The imaginary tetration unit? ssroot of -1 JmsNxn 2 6,745 07/15/2011, 05:12 PM Last Post: JmsNxn Infinite tetration of the imaginary unit GFR 40 69,849 06/26/2011, 08:06 AM Last Post: bo198214 Imaginary zeros of f(z)= z^(1/z) (real valued solutions f(z)>e^(1/e)) Gottfried 91 117,470 03/03/2011, 03:16 PM Last Post: Gottfried Iteration-exercises: article on Bell-numbers Gottfried 0 2,795 05/31/2008, 10:32 AM Last Post: Gottfried

Users browsing this thread: 1 Guest(s)