Bases for which Tetration is well-defined
#6
Perhaps the question does not fit completely here, but I remember that you somewhere mentioned (can not find it anymore) that there is a (complex) singularity for the nslog that limits the convergence radius to some value.

Can you just give this explanation/pictures again or the reference to your post?
Reply


Messages In This Thread

Possibly Related Threads…
Thread Author Replies Views Last Post
  A very special set of tetration bases marcokrt 3 5,937 03/14/2026, 01:43 PM
Last Post: marcokrt
  Tetration with complex bases TetrationSheep 0 745 11/13/2025, 10:33 AM
Last Post: TetrationSheep
Question Convergent Complex Tetration Bases With the Most and Least Imaginary Parts Catullus 0 2,810 07/10/2022, 06:22 AM
Last Post: Catullus
  Tetration extension for bases between 1 and eta dantheman163 23 65,433 07/05/2022, 04:10 PM
Last Post: Leo.W
  Why bases 0<a<1 don't get love on the forum? marraco 20 60,028 04/19/2015, 05:53 PM
Last Post: Gottfried
  Bundle equations for bases > 2 tommy1729 0 6,164 04/18/2015, 12:24 PM
Last Post: tommy1729
  Alternate solution of tetration for "convergent" bases discovered mike3 12 44,763 09/15/2010, 02:18 AM
Last Post: mike3
  my accepted bases tommy1729 0 6,026 08/29/2010, 07:38 PM
Last Post: tommy1729
  [Regular tetration] bases arbitrarily near eta Gottfried 0 6,711 08/22/2010, 09:01 AM
Last Post: Gottfried
  Theory about tetrating bases from 0 to e^-e via the continuum sum mike3 7 25,886 12/20/2009, 07:50 AM
Last Post: mike3



Users browsing this thread: 1 Guest(s)