(Sorry for grammar mistakes, I do not speak English) Hi! I created a new notation and wanted to share with you:
It works as follows:
(n)
X = X ^ X
n;
Where X is the basis and "n" defines the number of arrows, for example:
2 = 2 ^^^ 2
3;
However, we can make it even more interesting if we add another "n":
(n²)
(n¹) (X ^ X) (2 ^^^^ 2)
X = ((X ^ X) ^ X) Example: 2 = ((2^^^2) ^ 2)
n¹; n²; 3;4;
(the "n" s are not raised to any power)
We can still put 3 "n" s, like this:
(n²) (n³)
(n¹) (X ^ X) (X ^ X) (2^^^^2) (2^^^^^2)
X =(((X ^ X)^ X)^ X) Example: 2 = (((2^^^2)^ 2)^ 2)
n¹;n²;n³; 3;4;5;
We can still do this:
(n²) (n³)
(n¹) (X ^ X) (X ^ X
(((X ^ X) ^ X) ^ X)
X¹ = (X ^ X)
X²;
n¹;n²;n³;
Anyway, that's it, could you tell me what the growth rate is?
Any questions just ask!