User blog:Tetramur/Pentational arrays and beyond - comparisons

My comparison would base mainly on two analyses:

1. Hyp cos analysis;

2. Bowers-Saibian-Cookiefonster analysis.

Pentational arrays
So, tetrational arrays are well-defined. Let's start with pentational arrays:

So, we see how much triakulus, kungulus and many more googologisms are and how great is gap between the two - we reached \(\Gamma_0\) in the end, and Hyp cos will wait much more until he reaches this ordinal!

Some examples:

1. Primitive sequence number is about \(\{10,10,2 (X \uparrow\uparrow X) 2\}\).

2. Fish number 5 is about \(\{63,63,2 (X \uparrow\uparrow X) 2\}\)

3. Fish number 6 is about \(\{63,63,2 (X \uparrow\uparrow X \uparrow 2) 2\}\)

Arrowal arrays
Let's go further.

(page under construction)