User blog:12AbBa/A function part I

Recently, I have invented a notation called A function. It is based loosely on R function and UNOCF.

This is Part I: Linear Array Notation.

Single argument A function
A function works like this:

BASE: \(nA(0)=10^n\) and \(1A@=1\)

RECURSIVE: \(nA(x+1)=(n-1)A(x+1)A(x)\), where you evaluate the expressions from the left.

Very simple. The limit is just \(\omega\).