Recently I've come across 'tetration' in my studies of math, and I've become intrigued how they can be evaluated when the "tetration number" is not whole. For those who do not know, …

Nov 15, 2025 · Tetration is iterated exponentiation, just as exponentiation is iterated multiplication. It is the fourth hyperoperation and often produces power towers that evaluate to very large …

Exponentiation Tetration What comes after tetration? What comes whatever comes after tetration? Is this generalized and easily understandale for non-mathematician? Note: I'm …

Apr 14, 2016 · Below is my humble stab at the problem. My friend said you would have to treat the tetration as a infinite series, and therefore could not perform algebraic manipulations on it …

Nov 6, 2021 · I propose, when these two types of tetration are being discussed together, to use the term strong tetration for the ordinary notion of tetration and the term weak tetration for the …

Aug 27, 2023 · A better partner for such an investigation is perhaps the tetration-forum (tetrationforum.org) and perhaps its member James D. Nixon, who seems to understand the …

Mar 22, 2021 · Extensions of tetration Counter-intuitively it appears that extending tetration to the complex numbers is easier than extending tetration to the real numbers. Likely because the …

Dec 8, 2016 · After recently answering a question involving the Ackerman function part of which involved a function for computing the tetration of a number. Which led me to ponder if there …

Jan 30, 2021 · For tetration, which is suited to apply the "Schroeder/Koenigs" Mechanism, complex iteration heights can easily be defined by using a complex exponent, where for real …

I'm wondering whether there's a known way to compare the exponential factorial of n versus the tetration of a fixed number $($ e.g., $3$, since it appears in Graham's number $)$ with the …