New posts in hyperoperation

Has this phenomenon been discovered and named?

What is a geometric, physical or other meaning of the tetration?

Are there nontrivial equations for hyperoperations above exponentiation?

Superassociative operation

Example of Tetration in Natural Phenomena

Ordinal tetration: The issue of ${}^{\epsilon_0}\omega$

How exactly does Knuth's Up-Arrow notation work?

Could someone tell me how large this number is?

How to define $A\uparrow B$ with a universal property as well as $A\oplus B$, $A\times B$, $A^B$ in category theory?

Can tetration 'escape' the complex plane?

Why are tetrations not useful?

Proof of strictly increasing nature of $y(x)=x^{x^{x^{\ldots}}}$ on $[1,e^{\frac{1}{e}})$?

Why do we stop at exponentiation stage in arithmetic of natural numbers?

Where can I learn more about commutative hyperoperations?

Does anything precede incrementation in the operator "hierarchy?"

what operation repeated $n$ times results in the addition operator?

What combinatorial quantity the tetration of two natural numbers represents?

Example $x$, $y$ and $z$ values for $x\uparrow^\alpha y=z$ where $\alpha\in \Bbb R-\Bbb N$

Why does 2 result in the same value regardless of whether it is added to itself, multiplied by itself, or put to the power of itself? [closed]

Continuum between addition, multiplication and exponentiation?