02/11/2023, 08:58 PM
(This post was last modified: 02/19/2023, 04:17 PM by Ember Edison.)
I'm suddenly curious if anyone in history has studied Tetration on \( \mathbb{Z}_p, \mathbb{Q}_p, \mathbb{C}_p \).
And super-root, super-logarithm on \( \mathbb{C}_p \).
Intuitively they should exist, but I never seem to have read the literature on them (and this forum).
And super-root, super-logarithm on \( \mathbb{C}_p \).
Intuitively they should exist, but I never seem to have read the literature on them (and this forum).

