Tetration Forum › Tetration and Related Topics › Computation v
fast accurate Kneser sexp algorithm

Threaded Mode
fast accurate Kneser sexp algorithm
JmsNxn Offline
Ultimate Fellow
*****
Posts: 1,214
Threads: 126
Joined: Dec 2010
#41
07/03/2022, 06:38 AM
(07/03/2022, 01:18 AM)Catullus Wrote: Without putting any characters between the parentheses, why does init() initialize tetration at base e? E is the natural base for exponentiation. Isn't the Tetra-Euler number the natural base for tetration?

The default is \(\exp(1)\), this is the standard on this forum. This isn't an inherently true thing. The tetra euler number is not necessarily that valuable in and of itself.
Find
Reply


Possibly Related Threads…
Thread Author Replies Views Last Post
  Writing Kneser's super logarithm using values of Kneser at a single point JmsNxn 1 1,209 04/21/2023, 04:26 AM
Last Post: JmsNxn
Question Computing Kneser's Super Logarithm and its Analytic Continuation Catullus 2 2,402 07/10/2022, 04:04 AM
Last Post: Catullus
  Kneser-iteration on n-periodic-points (base say \sqrt(2)) Gottfried 11 13,185 05/05/2021, 04:53 AM
Last Post: Gottfried
  "Kneser"/Riemann mapping method code for *complex* bases mike3 2 13,477 08/15/2011, 03:14 PM
Last Post: Gottfried
  Attempt to make own implementation of "Kneser" algorithm: trouble mike3 9 33,609 06/16/2011, 11:48 AM
Last Post: mike3
  Numerical algorithm for Fourier continuum sum tetration theory mike3 12 41,433 09/18/2010, 04:12 AM
Last Post: mike3
  regular sexp: curve near h=-2 (h=-2 + eps*I) Gottfried 2 12,062 03/10/2010, 07:52 AM
Last Post: Gottfried
  Attempting to compute the kslog numerically (i.e., Kneser's construction) jaydfox 11 38,797 10/26/2009, 05:56 PM
Last Post: bo198214
  regular sexp:different fixpoints Gottfried 6 24,549 08/11/2009, 06:47 PM
Last Post: jaydfox
  sexp(strip) is winding around the fixed points Kouznetsov 8 25,812 06/29/2009, 10:05 AM
Last Post: bo198214



Users browsing this thread: 1 Guest(s)