eta as branchpoint of tetrational
#22
Wow, Sheldon, thats such a great overview!

Only one clarification: What means ~=? I guess it means not equal.
but then your "new function" Im(z)=8.6 must read "Im(f(z))=0" instead of ~=0?
It must be symmetric about the real axis.

But I am really amazed how quickly you develop your code for new functions!

Say, is your "new function" analytic continuable through base eta?
Reply


Messages In This Thread
eta as branchpoint of tetrational - by mike3 - 06/02/2011, 01:55 AM
RE: eta as branchpoint of tetrational - by mike3 - 06/03/2011, 10:57 PM
RE: eta as branchpoint of tetrational - by mike3 - 06/04/2011, 09:08 AM
RE: eta as branchpoint of tetrational - by mike3 - 06/04/2011, 09:50 AM
RE: eta as branchpoint of tetrational - by bo198214 - 06/07/2011, 05:47 PM

Possibly Related Threads…
Thread Author Replies Views Last Post
  Base 'Enigma' iterative exponential, tetrational and pentational Cherrina_Pixie 4 21,992 07/02/2011, 07:13 AM
Last Post: bo198214
  regular iteration of sqrt(2)^x (was: eta as branchpoint of tetrational) JmsNxn 5 20,482 06/15/2011, 12:27 PM
Last Post: Gottfried
  Coefficients of Tetrational Function mike3 3 16,413 04/28/2010, 09:11 PM
Last Post: andydude



Users browsing this thread: 3 Guest(s)