Additional super exponential condition
#4
Ansus Wrote:\(
\text{mean}_n(a,b)=\text{hroot}_{n+1}(\text{hyper}_n(a,b),2)
\)

Ya of course, but what is \( \text{hyper}_4(a,b) \)? You said you have an idea how to extend it to real \( b \) via those means.
Reply


Messages In This Thread

Possibly Related Threads…
Thread Author Replies Views Last Post
  Exponential Factorial RaeesHarris 0 474 10/11/2026, 08:59 AM
Last Post: RaeesHarris
Question Slog(Exponential Factorial(x)) Catullus 19 33,185 07/13/2022, 02:38 AM
Last Post: Catullus
  Is bugs or features for fatou.gp super-logarithm? Ember Edison 10 38,244 08/07/2019, 02:44 AM
Last Post: Ember Edison
  Can we get the holomorphic super-root and super-logarithm function? Ember Edison 10 40,728 06/10/2019, 04:29 AM
Last Post: Ember Edison
  Inverse super-composition Xorter 11 47,295 05/26/2018, 12:00 AM
Last Post: Xorter
  Math overflow question on fractional exponential iterations sheldonison 4 20,847 04/01/2018, 03:09 AM
Last Post: JmsNxn
  The super 0th root and a new rule of tetration? Xorter 4 19,145 11/29/2017, 11:53 AM
Last Post: Xorter
  Solving tetration using differintegrals and super-roots JmsNxn 0 7,705 08/22/2016, 10:07 PM
Last Post: JmsNxn
  Removing the branch points in the base: a uniqueness condition? fivexthethird 0 6,684 03/19/2016, 10:44 AM
Last Post: fivexthethird
  The super of exp(z)(z^2 + 1) + z. tommy1729 1 9,324 03/15/2016, 01:02 PM
Last Post: tommy1729



Users browsing this thread: 1 Guest(s)